Structs§
- _IO_
FILE - _IO_
codecvt - _IO_
marker - _IO_
wide_ data - __
Bindgen Bitfield Unit - __
Bindgen Union Field - __
FLINT_ FILE - __
atomic_ wide_ counter - __
atomic_ wide_ counter__ bindgen_ ty_ 1 - __
mpf_ struct - __
mpq_ struct - __
mpz_ struct - __
pthread_ cond_ s - __
pthread_ internal_ list - __
pthread_ mutex_ s - __
va_ list_ tag - _aprcl_
config - _bindgen_
ty_ 15 - _bindgen_
ty_ 16 - _bindgen_
ty_ 18 - _bindgen_
ty_ 19 - _fmpq_
ball_ struct - ball for closed interval [left, right]
- _fmpq_
cfrac_ list_ struct - resizable integer vector specific to cfrac functionality
- _fmpz_
mat22_ struct - 2x2 integer matrix
- _fmpz_
mpoly_ stripe_ struct - _fmpz_
multi_ CRT_ instr - _fmpz_
multi_ mod_ instr - _gr_
fmpz_ mod_ ctx_ struct - _gr_
mpoly_ ctx_ struct - _gr_
nmod_ ctx_ struct - _mpn_
mod_ ctx_ struct - _nfloat_
ctx_ struct - _nmod_
mpoly_ stripe_ struct - _nmod_
poly_ multi_ crt_ prog_ instr - _ui_
mat22_ struct - _unity_
zp - _unity_
zpq - acb_
calc_ integrate_ opt_ struct - acb_
dft_ bluestein_ struct - acb_
dft_ crt_ struct - acb_
dft_ cyc_ struct - acb_
dft_ naive_ struct - acb_
dft_ pre_ struct - acb_
dft_ pre_ struct__ bindgen_ ty_ 1 - acb_
dft_ prod_ struct - acb_
dft_ rad2_ struct - acb_
dft_ step_ struct - acb_
dirichlet_ hurwitz_ precomp_ struct - acb_
dirichlet_ platt_ c_ precomp_ struct - acb_
dirichlet_ platt_ i_ precomp_ struct - acb_
dirichlet_ platt_ ws_ precomp_ struct - acb_
dirichlet_ roots_ struct - acb_
mat_ struct - acb_
poly_ struct - acb_
struct - acb_
theta_ eld_ struct - acf_
struct - apow
- arb_
hypgeom_ gamma_ coeff_ t - arb_
mat_ struct - arb_
poly_ struct - arb_
struct - arf_
interval_ struct - arf_
struct - bad_
fq_ nmod_ embed - bad_
fq_ nmod_ mpoly_ embed_ chooser - bernoulli_
rev_ struct - bool_
mat_ struct - ca_
ctx_ struct - ca_
elem_ struct - ca_
ext_ cache_ struct - ca_
ext_ func_ data - ca_
ext_ qqbar - ca_
ext_ struct - ca_
ext_ struct__ bindgen_ ty_ 1 - ca_
factor_ struct - ca_
field_ cache_ struct - ca_
field_ struct - ca_
mat_ struct - ca_
poly_ struct - ca_
poly_ vec_ struct - ca_
struct - ca_
vec_ struct - complex_
double - crt_
lut_ entry - crt_
struct - d_
mat_ struct - di_t
- dirichlet_
char_ struct - dirichlet_
group_ struct - dirichlet_
prime_ group_ struct - dlog_
1modpe_ struct - dlog_
bsgs_ struct - dlog_
crt_ struct - dlog_
modpe_ struct - dlog_
power_ struct - dlog_
precomp_ struct - dlog_
precomp_ struct__ bindgen_ ty_ 1 - dlog_
rho_ struct - dlog_
table_ struct - dot_
params_ t - double_
uint64_ u - ecm_s
- fac_t
- fexpr_
struct - fexpr_
symbol_ info - fexpr_
vec_ struct - flint_
rand_ struct - fmpq
- fmpq_
mat_ struct - fmpq_
mpoly_ ctx_ struct - fmpq_
mpoly_ factor_ struct - fmpq_
mpoly_ struct - fmpq_
mpoly_ univar_ struct - fmpq_
poly_ powers_ precomp_ struct - fmpq_
poly_ struct - fmpz_
bpoly_ struct - fmpz_
comb_ struct - fmpz_
comb_ temp_ struct - fmpz_
factor_ struct - fmpz_
gram_ union - fmpz_
lll_ struct - fmpz_
mat_ struct - fmpz_
mod_ berlekamp_ massey_ struct - fmpz_
mod_ bpoly_ stack_ struct - fmpz_
mod_ bpoly_ struct - fmpz_
mod_ ctx - fmpz_
mod_ discrete_ log_ pohlig_ hellman_ entry_ struct - fmpz_
mod_ discrete_ log_ pohlig_ hellman_ struct - fmpz_
mod_ discrete_ log_ pohlig_ hellman_ table_ entry_ struct - fmpz_
mod_ mpoly_ ctx_ struct - fmpz_
mod_ mpoly_ factor_ struct - fmpz_
mod_ mpoly_ geobucket - fmpz_
mod_ mpoly_ pfrac_ struct - fmpz_
mod_ mpoly_ struct - fmpz_
mod_ mpoly_ univar_ struct - fmpz_
mod_ mpolyn_ stack_ struct - fmpz_
mod_ mpolyn_ struct - fmpz_
mod_ mpolyu_ struct - fmpz_
mod_ mpolyv_ struct - fmpz_
mod_ poly_ bpoly_ stack_ struct - fmpz_
mod_ poly_ compose_ mod_ precomp_ preinv_ arg_ t - fmpz_
mod_ poly_ factor_ struct - fmpz_
mod_ poly_ frobenius_ powers_ 2exp_ struct - fmpz_
mod_ poly_ frobenius_ powers_ struct - fmpz_
mod_ poly_ interval_ poly_ arg_ t - fmpz_
mod_ poly_ matrix_ precompute_ arg_ t - fmpz_
mod_ poly_ polyun_ mpolyn_ stack_ struct - fmpz_
mod_ poly_ polyun_ stack_ struct - fmpz_
mod_ poly_ radix_ struct - fmpz_
mod_ poly_ res_ struct - fmpz_
mod_ poly_ stack_ struct - fmpz_
mod_ poly_ struct - fmpz_
mod_ polyu_ struct - fmpz_
mod_ polyun_ stack_ struct - fmpz_
mod_ polyun_ struct - fmpz_
mod_ tpoly_ struct - fmpz_
mpoly_ ctx_ struct - fmpz_
mpoly_ factor_ struct - fmpz_
mpoly_ geobucket - fmpz_
mpoly_ pfrac_ struct - fmpz_
mpoly_ q_ struct - fmpz_
mpoly_ struct - fmpz_
mpoly_ univar_ struct - fmpz_
mpoly_ vec_ struct - fmpz_
mpolyd_ ctx_ struct - fmpz_
mpolyd_ struct - fmpz_
mpolyv_ struct - fmpz_
multi_ CRT_ struct - fmpz_
multi_ mod_ struct - fmpz_
poly_ factor_ struct - fmpz_
poly_ mat_ struct - fmpz_
poly_ mul_ precache_ struct - fmpz_
poly_ pfrac_ struct - fmpz_
poly_ powers_ precomp_ struct - fmpz_
poly_ q_ struct - fmpz_
poly_ struct - fmpz_
preinvn_ struct - fmpz_
tpoly_ struct - fmpzi_
struct - fq_
ctx_ struct - fq_
default_ mat_ struct - fq_
default_ poly_ factor_ struct - fq_
default_ poly_ struct - fq_
default_ struct - fq_
mat_ struct - fq_
nmod_ ctx_ struct - fq_
nmod_ mat_ struct - fq_
nmod_ mpoly_ ctx_ struct - fq_
nmod_ mpoly_ factor_ struct - fq_
nmod_ mpoly_ geobucket - fq_
nmod_ mpoly_ pfrac_ struct - fq_
nmod_ mpoly_ struct - fq_
nmod_ mpoly_ univar_ struct - fq_
nmod_ mpolyn_ struct - fq_
nmod_ mpolyu_ struct - fq_
nmod_ mpolyun_ struct - fq_
nmod_ mpolyv_ struct - fq_
nmod_ poly_ factor_ struct - fq_
nmod_ poly_ struct - fq_
poly_ factor_ struct - fq_
poly_ struct - fq_
zech_ bpoly_ struct - fq_
zech_ ctx_ struct - fq_
zech_ mat_ struct - fq_
zech_ mpoly_ ctx_ struct - fq_
zech_ mpoly_ factor_ struct - fq_
zech_ mpoly_ geobucket - fq_
zech_ mpoly_ pfrac_ struct - fq_
zech_ mpoly_ struct - fq_
zech_ mpoly_ univar_ struct - fq_
zech_ mpolyn_ struct - fq_
zech_ mpolyu_ struct - fq_
zech_ mpolyun_ struct - fq_
zech_ mpolyv_ struct - fq_
zech_ poly_ factor_ struct - fq_
zech_ poly_ struct - fq_
zech_ polyu_ struct - fq_
zech_ polyun_ struct - fq_
zech_ struct - fq_
zech_ tpoly_ struct - gr_
ctx_ struct - gr_
mat_ struct - gr_
method_ tab_ input - gr_
mpoly_ struct - gr_
poly_ struct - gr_
series_ ctx_ struct - gr_
stream_ struct - gr_
vec_ struct - hash_t
- hypgeom_
struct - la_
col_ t - lnf_
elem_ struct - mag_
struct - mantissa_
noptr_ struct - mantissa_
ptr_ struct - mantissa_
struct - matrix_
ctx_ t - mod_
lut_ entry - mpf_
mat_ struct - mpoly_
compression_ struct - mpoly_
ctx_ struct - mpoly_
gcd_ info_ struct - mpoly_
heap1_ s - mpoly_
heap_ s - mpoly_
heap_ t - mpoly_
nheap_ t - mpoly_
parse_ struct - mpoly_
rbnode_ fmpz_ struct - mpoly_
rbnode_ ui_ struct - mpoly_
rbtree_ fmpz_ struct - mpoly_
rbtree_ ui_ struct - mpoly_
univar_ struct - n_
bpoly_ stack_ struct - n_
bpoly_ struct - n_ecm_s
- n_
factor_ t - n_
poly_ bpoly_ stack_ struct - n_
poly_ polyun_ stack_ struct - n_
poly_ stack_ struct - n_
poly_ struct - n_
polyu_ struct - n_
polyun_ stack_ struct - n_
polyun_ struct - n_
primes_ struct - n_
tpoly_ struct - nf_
elem_ struct - nf_
struct - nf_
struct__ bindgen_ ty_ 1 - nf_
struct__ bindgen_ ty_ 2 - nfloat64_
struct - nfloat128_
struct - nfloat192_
struct - nfloat256_
struct - nfloat384_
struct - nfloat512_
struct - nfloat1024_
struct - nfloat2048_
struct - nfloat4096_
struct - nmod_
berlekamp_ massey_ struct - nmod_
discrete_ log_ pohlig_ hellman_ entry_ struct - nmod_
discrete_ log_ pohlig_ hellman_ struct - nmod_
discrete_ log_ pohlig_ hellman_ table_ entry_ struct - nmod_
eval_ interp_ struct - nmod_
mat_ struct - nmod_
mpoly_ ctx_ struct - nmod_
mpoly_ factor_ struct - nmod_
mpoly_ geobucket - nmod_
mpoly_ pfrac_ struct - nmod_
mpoly_ struct - nmod_
mpoly_ univar_ struct - nmod_
mpolyd_ ctx_ struct - nmod_
mpolyd_ struct - nmod_
mpolyn_ struct - nmod_
mpolyu_ struct - nmod_
mpolyun_ struct - nmod_
mpolyv_ struct - nmod_
poly_ compose_ mod_ precomp_ preinv_ arg_ t - nmod_
poly_ factor_ struct - nmod_
poly_ interval_ poly_ arg_ t - nmod_
poly_ mat_ struct - nmod_
poly_ matrix_ precompute_ arg_ t - nmod_
poly_ multi_ crt_ struct - nmod_
poly_ res_ struct - nmod_
poly_ stack_ struct - nmod_
poly_ struct - nmod_t
- padic_
ctx_ struct - padic_
inv_ struct - padic_
mat_ struct - padic_
poly_ struct - padic_
struct - polynomial_
ctx_ t - prime_t
- psl2z_
struct - pthread_
cond_ t - pthread_
mutex_ t - qadic_
ctx_ struct - qfb
- qfb_
hash_ t - qnf_
elem_ struct - qqbar_
struct - qs_
poly_ s - qs_s
- relation_
t - series_
ctx_ t - series_
mod_ ctx_ t - string_
with_ length_ struct - test_
struct - thread_
pool_ entry_ struct - thread_
pool_ struct - trig_
prod_ struct - vector_
ctx_ t - zassenhaus_
prune_ struct - zz_
struct
Constants§
- ACB_
HYPGEOM_ 2F1_ AB - ACB_
HYPGEOM_ 2F1_ ABC - ACB_
HYPGEOM_ 2F1_ AC - ACB_
HYPGEOM_ 2F1_ BC - ACB_
HYPGEOM_ 2F1_ REGULARIZED - ACB_
LAMBERTW_ LEFT - ACB_
LAMBERTW_ MIDDLE - ACB_
THETA_ G2_ COV_ NB - ACB_
THETA_ LOW_ PREC - ARB_
ATAN_ GAUSS_ PRIME_ CACHE_ NUM - ARB_
ATAN_ NEWTON_ PREC - ARB_
ATAN_ TAB1_ BITS - ARB_
ATAN_ TAB1_ LIMBS - ARB_
ATAN_ TAB1_ PREC - ARB_
ATAN_ TAB2_ LIMBS - ARB_
ATAN_ TAB2_ PREC - ARB_
ATAN_ TAB21_ BITS - ARB_
ATAN_ TAB22_ BITS - ARB_
CALC_ IMPRECISE_ INPUT - ARB_
CALC_ NO_ CONVERGENCE - ARB_
CALC_ SUCCESS - ARB_
EXP_ LOG_ REDUCTION_ PREC - ARB_
EXP_ TAB1_ BITS - ARB_
EXP_ TAB1_ LIMBS - ARB_
EXP_ TAB1_ NUM - ARB_
EXP_ TAB1_ PREC - ARB_
EXP_ TAB2_ LIMBS - ARB_
EXP_ TAB2_ PREC - ARB_
EXP_ TAB21_ BITS - ARB_
EXP_ TAB21_ NUM - ARB_
EXP_ TAB22_ BITS - ARB_
FMPZ_ POLY_ ROOTS_ VERBOSE - ARB_
HYPGEOM_ GAMMA_ TAB_ NUM - ARB_
HYPGEOM_ GAMMA_ TAB_ PREC - ARB_
LOG_ NEWTON_ PREC - ARB_
LOG_ PRIME_ CACHE_ NUM - ARB_
LOG_ REDUCTION_ DEFAULT_ MAX_ PREC - ARB_
LOG_ TAB1_ LIMBS - ARB_
LOG_ TAB1_ PREC - ARB_
LOG_ TAB2_ LIMBS - ARB_
LOG_ TAB2_ PREC - ARB_
LOG_ TAB11_ BITS - ARB_
LOG_ TAB12_ BITS - ARB_
LOG_ TAB21_ BITS - ARB_
LOG_ TAB22_ BITS - ARB_
PI4_ TAB_ LIMBS - ARB_
SIN_ COS_ ATAN_ REDUCTION_ DEFAULT_ MAX_ PREC - ARB_
SIN_ COS_ ATAN_ REDUCTION_ PREC - ARB_
SIN_ COS_ TAB1_ BITS - ARB_
SIN_ COS_ TAB1_ LIMBS - ARB_
SIN_ COS_ TAB1_ NUM - ARB_
SIN_ COS_ TAB1_ PREC - ARB_
SIN_ COS_ TAB2_ LIMBS - ARB_
SIN_ COS_ TAB2_ PREC - ARB_
SIN_ COS_ TAB21_ BITS - ARB_
SIN_ COS_ TAB21_ NUM - ARB_
SIN_ COS_ TAB22_ BITS - ARF_
ADD_ STACK_ ALLOC - ARF_
ADD_ TLS_ ALLOC - ARF_
EXP_ ZERO - ARF_
MUL_ STACK_ ALLOC - ARF_
MUL_ TLS_ ALLOC - ARF_
NOPTR_ LIMBS - ARF_
RESULT_ EXACT - ARF_
RESULT_ INEXACT - BELL_
NUMBER_ TAB_ SIZE - BERNOULLI_
REV_ MIN - BERNOULLI_
SMALL_ NUMER_ LIMIT - BITS_
ADJUST - BLOCK_
SIZE - CA_
FACTOR_ POLY_ CONTENT - CA_
FACTOR_ POLY_ FULL - CA_
FACTOR_ POLY_ NONE - CA_
FACTOR_ POLY_ SQF - CA_
FACTOR_ ZZ_ FULL - CA_
FACTOR_ ZZ_ NONE - CA_
FACTOR_ ZZ_ SMOOTH - CA_
FEXPR_ SERIALIZATION - CA_
OPT_ GROEBNER_ LENGTH_ LIMIT - CA_
OPT_ GROEBNER_ POLY_ BITS_ LIMIT - CA_
OPT_ GROEBNER_ POLY_ LENGTH_ LIMIT - CA_
OPT_ LLL_ PREC - CA_
OPT_ LOW_ PREC - CA_
OPT_ MPOLY_ ORD - CA_
OPT_ NUM_ OPTIONS - CA_
OPT_ POW_ LIMIT - CA_
OPT_ PREC_ LIMIT - CA_
OPT_ PRINT_ FLAGS - CA_
OPT_ QQBAR_ DEG_ LIMIT - CA_
OPT_ SMOOTH_ LIMIT - CA_
OPT_ TRIG_ FORM - CA_
OPT_ USE_ GROEBNER - CA_
OPT_ VERBOSE - CA_
OPT_ VIETA_ LIMIT - CA_
TRIG_ DIRECT - CA_
TRIG_ EXPONENTIAL - CA_
TRIG_ SINE_ COSINE - CA_
TRIG_ TANGENT - CPU_
SIZE_ 1 - CRT_MAX
- DFT_
CONV - DFT_CRT
- DFT_CYC
- DFT_
NAIVE - DFT_
PROD - DFT_
RAD2 - DFT_
VERB - DLOG_23
- DLOG_
BSGS - DLOG_
BSGS_ LIM - DLOG_
CRT - DLOG_
G_ BIG - DLOG_
G_ SMALL - DLOG_
LOOP_ MAX_ FACTOR - DLOG_
MODPE - DLOG_
POWER - DLOG_
SMALL_ LIM - DLOG_
TABLE - DLOG_
TABLE_ LIM - DLOG_
TABLE_ MODPE_ LIM - DLOG_
TABLE_ N_ LIM - DLOG_
TABLE_ PE_ LIM - DLOG_
TABLE_ P_ LIM - DOT_
SPLIT_ BITS - DURATION_
TARGET - DURATION_
THRESHOLD - D_BITS
- D_
EXPONENT_ BIAS - D_
EXPONENT_ SHIFT - D_
MAX_ NORMAL_ EXPONENT - D_
MIN_ NORMAL_ EXPONENT - FEXPR_
LATEX_ LOGIC - FEXPR_
LATEX_ SMALL - FEXPR_
SMALL_ SYMBOL_ LEN - FEXPR_
TYPE_ BITS - FFT_
MULMOD_ 2EXP P1_ CUTOFF - FFT_
N_ NUM - FLINT64
- FLINT_
BITS - FLINT_
CLOCKSPEED - FLINT_
CLOCK_ SCALE_ FACTOR - FLINT_
DEFAULT_ THREAD_ LIMIT - FLINT_
D_ BITS - FLINT_
FACTOR_ ONE_ LINE_ ITERS - FLINT_
FACTOR_ SQUFOF_ ITERS - FLINT_
FACTOR_ TRIAL_ PRIMES - FLINT_
FFT_ MUL_ THRESHOLD - FLINT_
FFT_ SMALL_ MUL_ THRESHOLD - FLINT_
FFT_ SMALL_ SQR_ THRESHOLD - FLINT_
FFT_ SQR_ THRESHOLD - FLINT_
HAVE_ ASSEMBLY_ x86_ 64_ adx - FLINT_
HAVE_ FFT_ SMALL - FLINT_
HAVE_ NATIVE_ mpn_ add_ n_ sub_ n - FLINT_
HAVE_ NATIVE_ mpn_ addlsh1_ n - FLINT_
HAVE_ NATIVE_ mpn_ addmul_ 2 - FLINT_
HAVE_ NATIVE_ mpn_ rsh1add_ n - FLINT_
HAVE_ NATIVE_ mpn_ rsh1sub_ n - FLINT_
KNOW_ STRONG_ ORDER - FLINT_
MAX_ FACTORS_ IN_ LIMB - FLINT_
MULMOD_ SHOUP_ THRESHOLD - FLINT_
NUM_ CLOCKS - FLINT_
NUM_ PRIMES_ SMALL - FLINT_
ODDPRIME_ SMALL_ CUTOFF - FLINT_
PARALLEL_ BSPLIT_ LEFT_ INPLACE - FLINT_
PARALLEL_ DYNAMIC - FLINT_
PARALLEL_ STRIDED - FLINT_
PARALLEL_ UNIFORM - FLINT_
PARALLEL_ VERBOSE - FLINT_
PRIMES_ SMALL_ CUTOFF - FLINT_
PRIMES_ TAB_ DEFAULT_ CUTOFF - FLINT_
PRIME_ PI_ ODD_ LOOKUP_ CUTOFF - FLINT_
PSEUDOSQUARES_ CUTOFF - FLINT_
SIEVE_ SIZE - FLINT_
UNROLL_ LOOPS - FLINT_
USES_ CPUSET - FLINT_
USES_ PTHREAD - FLINT_
USES_ TLS - FLINT_
VERSION - FLINT_
WANT_ GMP_ INTERNALS - FLINT_
WANT_ PRETTY_ TESTS - FMPQ_
RECONSTRUCT_ HGCD_ CUTOFF - FMPZ_
MOD_ MAT_ MUL_ TRANSPOSE_ CUTOFF - FMPZ_
MOD_ POLY_ EVALUATE_ FMPZ_ VEC - FMPZ_
MOD_ POLY_ GCD_ CUTOFF - FMPZ_
MOD_ POLY_ HGCD_ CUTOFF - FMPZ_
MOD_ POLY_ INV_ NEWTON_ CUTOFF - FMPZ_
POLY_ INV_ NEWTON_ CUTOFF - FMPZ_
POLY_ SQRTREM_ DIVCONQUER_ CUTOFF - FMPZ_
POLY_ SQRT_ DIVCONQUER_ CUTOFF - FPWRAP_
ACCURATE_ PARTS - FPWRAP_
CORRECT_ ROUNDING - FPWRAP_
SUCCESS - FPWRAP_
UNABLE - FPWRAP_
WORK_ LIMIT - FQ_
COMPOSE_ MOD_ LENH_ CUTOFF - FQ_
COMPOSE_ MOD_ PREINV_ LENH_ CUTOFF - FQ_
DEFAULT_ FMPZ_ MOD - FQ_
DEFAULT_ FQ - FQ_
DEFAULT_ FQ_ NMOD - FQ_
DEFAULT_ FQ_ ZECH - FQ_
DEFAULT_ NMOD - FQ_
MAT_ LU_ RECURSIVE_ CUTOFF - FQ_
MAT_ SOLVE_ TRI_ COLS_ CUTOFF - FQ_
MAT_ SOLVE_ TRI_ ROWS_ CUTOFF - FQ_
MULLOW_ CLASSICAL_ CUTOFF - FQ_
MUL_ CLASSICAL_ CUTOFF - FQ_
NMOD_ COMPOSE_ MOD_ LENH_ CUTOFF - FQ_
NMOD_ COMPOSE_ MOD_ PREINV_ LENH_ CUTOFF - FQ_
NMOD_ MAT_ LU_ RECURSIVE_ CUTOFF - FQ_
NMOD_ MAT_ SOLVE_ TRI_ COLS_ CUTOFF - FQ_
NMOD_ MAT_ SOLVE_ TRI_ ROWS_ CUTOFF - FQ_
NMOD_ MULLOW_ CLASSICAL_ CUTOFF - FQ_
NMOD_ MUL_ CLASSICAL_ CUTOFF - FQ_
NMOD_ POLY_ DIVREM_ DIVCONQUER_ CUTOFF - FQ_
NMOD_ POLY_ GCD_ CUTOFF - FQ_
NMOD_ POLY_ HGCD_ CUTOFF - FQ_
NMOD_ POLY_ SMALL_ GCD_ CUTOFF - FQ_
NMOD_ SQR_ CLASSICAL_ CUTOFF - FQ_
POLY_ DIVREM_ DIVCONQUER_ CUTOFF - FQ_
POLY_ GCD_ CUTOFF - FQ_
POLY_ HGCD_ CUTOFF - FQ_
POLY_ SMALL_ GCD_ CUTOFF - FQ_
SQR_ CLASSICAL_ CUTOFF - FQ_
ZECH_ COMPOSE_ MOD_ LENH_ CUTOFF - FQ_
ZECH_ COMPOSE_ MOD_ PREINV_ LENH_ CUTOFF - FQ_
ZECH_ MAT_ LU_ RECURSIVE_ CUTOFF - FQ_
ZECH_ MAT_ SOLVE_ TRI_ COLS_ CUTOFF - FQ_
ZECH_ MAT_ SOLVE_ TRI_ ROWS_ CUTOFF - FQ_
ZECH_ MULLOW_ CLASSICAL_ CUTOFF - FQ_
ZECH_ MUL_ CLASSICAL_ CUTOFF - FQ_
ZECH_ POLY_ DIVREM_ DIVCONQUER_ CUTOFF - FQ_
ZECH_ POLY_ GCD_ CUTOFF - FQ_
ZECH_ POLY_ HGCD_ CUTOFF - FQ_
ZECH_ POLY_ SMALL_ GCD_ CUTOFF - FQ_
ZECH_ SQR_ CLASSICAL_ CUTOFF - GR_
DOMAIN - GR_
GENERIC_ DEBUG_ RINGS - GR_
PARSE_ BALANCE_ ADDITIONS - GR_
PARSE_ RING_ EXPONENTS - GR_
SUCCESS - GR_
TEST_ ALWAYS_ ABLE - GR_
TEST_ FAIL - GR_
TEST_ VERBOSE - GR_
TMP_ VEC_ ALLOC_ MAX_ STACK - GR_
UNABLE - LSYM_
PREFIX - MAG_
BITS - MAX_
FACTORS - MPN_
MOD_ MAX_ LIMBS - MPN_
MOD_ MIN_ LIMBS - MPOLY_
FACTOR_ USE_ ALL - MPOLY_
FACTOR_ USE_ WANG - MPOLY_
FACTOR_ USE_ ZAS - MPOLY_
FACTOR_ USE_ ZIP - MPOLY_
GCD_ USE_ ALL - MPOLY_
GCD_ USE_ BROWN - MPOLY_
GCD_ USE_ HENSEL - MPOLY_
GCD_ USE_ PRS - MPOLY_
GCD_ USE_ ZIPPEL - MPOLY_
GCD_ USE_ ZIPPE L2 - MPOLY_
NUM_ ORDERINGS - MPZ_
MIN_ ALLOC - MUL_
MPFR_ MAX_ LIMBS - MUL_
MPFR_ MIN_ LIMBS - NFLOAT_
ALLOW_ INF - NFLOAT_
ALLOW_ NAN - NFLOAT_
ALLOW_ UNDERFLOW - NFLOAT_
HEADER_ LIMBS - NFLOAT_
MAX_ ALLOC - NFLOAT_
MAX_ LIMBS - NFLOAT_
MIN_ LIMBS - NF_
GAUSSIAN - NF_
GENERIC - NF_
LINEAR - NF_
MONIC - NF_
POWERS_ CUTOFF - NF_
QUADRATIC - NMOD_
MAT_ MUL_ TRANSPOSE_ CUTOFF - NMOD_
MAT_ OPTIMAL_ MODULUS_ BITS - NMOD_
MAT_ SOLVE_ TRI_ COLS_ CUTOFF - NMOD_
MAT_ SOLVE_ TRI_ ROWS_ CUTOFF - NMOD_
POLY_ GCD_ CUTOFF - NMOD_
POLY_ HGCD_ CUTOFF - NMOD_
POLY_ SMALL_ GCD_ CUTOFF - N_
FQ_ INV_ ITCH - N_
FQ_ LAZY_ ITCH - N_
FQ_ MUL_ ITCH - N_
FQ_ POLY_ DIVREM_ DIVCONQUER_ CUTOFF - N_
FQ_ REDUCE_ ITCH - QQBAR_
DEFAULT_ PREC - QQBAR_
FORMULA_ ALL - QQBAR_
FORMULA_ AUTO_ FORM - QQBAR_
FORMULA_ CUBICS - QQBAR_
FORMULA_ CYCLOTOMICS - QQBAR_
FORMULA_ DEFLATION - QQBAR_
FORMULA_ DEPRESSION - QQBAR_
FORMULA_ EXP_ FORM - QQBAR_
FORMULA_ GAUSSIANS - QQBAR_
FORMULA_ QUADRATICS - QQBAR_
FORMULA_ QUARTICS - QQBAR_
FORMULA_ QUINTICS - QQBAR_
FORMULA_ RADICAL_ FORM - QQBAR_
FORMULA_ SEPARATION - QQBAR_
FORMULA_ TRIG_ FORM - QQBAR_
ROOTS_ IRREDUCIBLE - QQBAR_
ROOTS_ UNSORTED - QS_
DEBUG - SIZE_
RED_ FAILURE_ THRESH - SMALL_
EULER_ LIMIT - SMALL_
FMPZ_ BITCOUNT_ MAX - SQUARING_
SPACE - WEAK_
CANONICALISE_ CUTOFF - WORD_
FMT - WORD_
WIDTH_ FMT - _GREEN
- _GREEN_
B - _RED
- _RED_B
- _RESET
- _WORD_
FMT - _YELLOW
- _YELLOW_
B - arf_
rnd_ t_ ARF_ RND_ CEIL - arf_
rnd_ t_ ARF_ RND_ DOWN - arf_
rnd_ t_ ARF_ RND_ FLOOR - arf_
rnd_ t_ ARF_ RND_ NEAR - arf_
rnd_ t_ ARF_ RND_ UP - calcium_
func_ code_ CA_ Abs - calcium_
func_ code_ CA_ Acos - calcium_
func_ code_ CA_ Acosh - calcium_
func_ code_ CA_ Acot - calcium_
func_ code_ CA_ Acoth - calcium_
func_ code_ CA_ Add - calcium_
func_ code_ CA_ Arg - calcium_
func_ code_ CA_ Asin - calcium_
func_ code_ CA_ Asinh - calcium_
func_ code_ CA_ Atan - calcium_
func_ code_ CA_ Atanh - calcium_
func_ code_ CA_ Cbrt - calcium_
func_ code_ CA_ Ceil - calcium_
func_ code_ CA_ Conjugate - calcium_
func_ code_ CA_ Cos - calcium_
func_ code_ CA_ Cosh - calcium_
func_ code_ CA_ Cot - calcium_
func_ code_ CA_ Coth - calcium_
func_ code_ CA_ Div - calcium_
func_ code_ CA_ Erf - calcium_
func_ code_ CA_ Erfc - calcium_
func_ code_ CA_ Erfi - calcium_
func_ code_ CA_ Euler - calcium_
func_ code_ CA_ Exp - calcium_
func_ code_ CA_ FUNC_ CODE_ LENGTH - calcium_
func_ code_ CA_ Floor - calcium_
func_ code_ CA_ Gamma - calcium_
func_ code_ CA_ Hurwitz Zeta - calcium_
func_ code_ CA_ Im - calcium_
func_ code_ CA_ Log - calcium_
func_ code_ CA_ LogGamma - calcium_
func_ code_ CA_ Mul - calcium_
func_ code_ CA_ Neg - calcium_
func_ code_ CA_ Pi - calcium_
func_ code_ CA_ Pow - calcium_
func_ code_ CA_ Psi - calcium_
func_ code_ CA_ QQBar - calcium_
func_ code_ CA_ Re - calcium_
func_ code_ CA_ Riemann Zeta - calcium_
func_ code_ CA_ Root - calcium_
func_ code_ CA_ Sign - calcium_
func_ code_ CA_ Sin - calcium_
func_ code_ CA_ Sinh - calcium_
func_ code_ CA_ Sqrt - calcium_
func_ code_ CA_ Sub - calcium_
func_ code_ CA_ Tan - calcium_
func_ code_ CA_ Tanh - dot_
method_ t__ DOT0 - dot_
method_ t__ DOT1 - dot_
method_ t__ DOT2 - dot_
method_ t__ DOT3 - dot_
method_ t__ DOT2_ HALF - dot_
method_ t__ DOT2_ SPLIT - dot_
method_ t__ DOT3_ ACC - dot_
method_ t__ DOT_ POW2 - fexpr_
builtin_ symbol_ FEXPR_ AGM - fexpr_
builtin_ symbol_ FEXPR_ AGMSequence - fexpr_
builtin_ symbol_ FEXPR_ Abs - fexpr_
builtin_ symbol_ FEXPR_ Acos - fexpr_
builtin_ symbol_ FEXPR_ Acosh - fexpr_
builtin_ symbol_ FEXPR_ Acot - fexpr_
builtin_ symbol_ FEXPR_ Acoth - fexpr_
builtin_ symbol_ FEXPR_ Acsc - fexpr_
builtin_ symbol_ FEXPR_ Acsch - fexpr_
builtin_ symbol_ FEXPR_ Add - fexpr_
builtin_ symbol_ FEXPR_ Airy Ai - fexpr_
builtin_ symbol_ FEXPR_ Airy AiZero - fexpr_
builtin_ symbol_ FEXPR_ Airy Bi - fexpr_
builtin_ symbol_ FEXPR_ Airy BiZero - fexpr_
builtin_ symbol_ FEXPR_ Algebraic Number Serialized - fexpr_
builtin_ symbol_ FEXPR_ Algebraic Numbers - fexpr_
builtin_ symbol_ FEXPR_ All - fexpr_
builtin_ symbol_ FEXPR_ Analytic Continuation - fexpr_
builtin_ symbol_ FEXPR_ And - fexpr_
builtin_ symbol_ FEXPR_ Angle Brackets - fexpr_
builtin_ symbol_ FEXPR_ Approximation - fexpr_
builtin_ symbol_ FEXPR_ Arg - fexpr_
builtin_ symbol_ FEXPR_ ArgMax - fexpr_
builtin_ symbol_ FEXPR_ ArgMax Unique - fexpr_
builtin_ symbol_ FEXPR_ ArgMin - fexpr_
builtin_ symbol_ FEXPR_ ArgMin Unique - fexpr_
builtin_ symbol_ FEXPR_ Asec - fexpr_
builtin_ symbol_ FEXPR_ Asech - fexpr_
builtin_ symbol_ FEXPR_ Asin - fexpr_
builtin_ symbol_ FEXPR_ Asinh - fexpr_
builtin_ symbol_ FEXPR_ Asymptotic To - fexpr_
builtin_ symbol_ FEXPR_ Atan - fexpr_
builtin_ symbol_ FEXPR_ Atan2 - fexpr_
builtin_ symbol_ FEXPR_ Atanh - fexpr_
builtin_ symbol_ FEXPR_ BUILTIN_ LENGTH - fexpr_
builtin_ symbol_ FEXPR_ BarnesG - fexpr_
builtin_ symbol_ FEXPR_ Bell Number - fexpr_
builtin_ symbol_ FEXPR_ BernoulliB - fexpr_
builtin_ symbol_ FEXPR_ Bernoulli Polynomial - fexpr_
builtin_ symbol_ FEXPR_ Bernstein Ellipse - fexpr_
builtin_ symbol_ FEXPR_ BesselI - fexpr_
builtin_ symbol_ FEXPR_ BesselJ - fexpr_
builtin_ symbol_ FEXPR_ BesselJ Zero - fexpr_
builtin_ symbol_ FEXPR_ BesselK - fexpr_
builtin_ symbol_ FEXPR_ BesselY - fexpr_
builtin_ symbol_ FEXPR_ BesselY Zero - fexpr_
builtin_ symbol_ FEXPR_ Beta Function - fexpr_
builtin_ symbol_ FEXPR_ Binomial - fexpr_
builtin_ symbol_ FEXPR_ Braces - fexpr_
builtin_ symbol_ FEXPR_ Brackets - fexpr_
builtin_ symbol_ FEXPR_ CC - fexpr_
builtin_ symbol_ FEXPR_ Call - fexpr_
builtin_ symbol_ FEXPR_ Call Indeterminate - fexpr_
builtin_ symbol_ FEXPR_ Cardinality - fexpr_
builtin_ symbol_ FEXPR_ Carlson HypergeometricR - fexpr_
builtin_ symbol_ FEXPR_ Carlson HypergeometricT - fexpr_
builtin_ symbol_ FEXPR_ CarlsonRC - fexpr_
builtin_ symbol_ FEXPR_ CarlsonRD - fexpr_
builtin_ symbol_ FEXPR_ CarlsonRF - fexpr_
builtin_ symbol_ FEXPR_ CarlsonRG - fexpr_
builtin_ symbol_ FEXPR_ CarlsonRJ - fexpr_
builtin_ symbol_ FEXPR_ Cartesian Power - fexpr_
builtin_ symbol_ FEXPR_ Cartesian Product - fexpr_
builtin_ symbol_ FEXPR_ Case - fexpr_
builtin_ symbol_ FEXPR_ Cases - fexpr_
builtin_ symbol_ FEXPR_ Catalan Constant - fexpr_
builtin_ symbol_ FEXPR_ Ceil - fexpr_
builtin_ symbol_ FEXPR_ Characteristic - fexpr_
builtin_ symbol_ FEXPR_ ChebyshevT - fexpr_
builtin_ symbol_ FEXPR_ ChebyshevU - fexpr_
builtin_ symbol_ FEXPR_ Closed Complex Disk - fexpr_
builtin_ symbol_ FEXPR_ Closed Open Interval - fexpr_
builtin_ symbol_ FEXPR_ Coefficient - fexpr_
builtin_ symbol_ FEXPR_ Column - fexpr_
builtin_ symbol_ FEXPR_ Column Matrix - fexpr_
builtin_ symbol_ FEXPR_ Commutative Rings - fexpr_
builtin_ symbol_ FEXPR_ Complex Branch Derivative - fexpr_
builtin_ symbol_ FEXPR_ Complex Derivative - fexpr_
builtin_ symbol_ FEXPR_ Complex Infinities - fexpr_
builtin_ symbol_ FEXPR_ Complex Limit - fexpr_
builtin_ symbol_ FEXPR_ Complex Signed Infinities - fexpr_
builtin_ symbol_ FEXPR_ Complex Singularity Closure - fexpr_
builtin_ symbol_ FEXPR_ Complex Zero Multiplicity - fexpr_
builtin_ symbol_ FEXPR_ Concatenation - fexpr_
builtin_ symbol_ FEXPR_ Congruent Mod - fexpr_
builtin_ symbol_ FEXPR_ Conjugate - fexpr_
builtin_ symbol_ FEXPR_ Conrey Generator - fexpr_
builtin_ symbol_ FEXPR_ Cos - fexpr_
builtin_ symbol_ FEXPR_ CosIntegral - fexpr_
builtin_ symbol_ FEXPR_ Cosh - fexpr_
builtin_ symbol_ FEXPR_ Cosh Integral - fexpr_
builtin_ symbol_ FEXPR_ Cot - fexpr_
builtin_ symbol_ FEXPR_ Coth - fexpr_
builtin_ symbol_ FEXPR_ CoulombC - fexpr_
builtin_ symbol_ FEXPR_ CoulombF - fexpr_
builtin_ symbol_ FEXPR_ CoulombG - fexpr_
builtin_ symbol_ FEXPR_ CoulombH - fexpr_
builtin_ symbol_ FEXPR_ Coulomb Sigma - fexpr_
builtin_ symbol_ FEXPR_ Csc - fexpr_
builtin_ symbol_ FEXPR_ Csch - fexpr_
builtin_ symbol_ FEXPR_ Csgn - fexpr_
builtin_ symbol_ FEXPR_ Curve Path - fexpr_
builtin_ symbol_ FEXPR_ Cyclotomic - fexpr_
builtin_ symbol_ FEXPR_ Decimal - fexpr_
builtin_ symbol_ FEXPR_ Dedekind Eta - fexpr_
builtin_ symbol_ FEXPR_ Dedekind EtaEpsilon - fexpr_
builtin_ symbol_ FEXPR_ Dedekind Sum - fexpr_
builtin_ symbol_ FEXPR_ Def - fexpr_
builtin_ symbol_ FEXPR_ Delta - fexpr_
builtin_ symbol_ FEXPR_ Delta_ - fexpr_
builtin_ symbol_ FEXPR_ Derivative - fexpr_
builtin_ symbol_ FEXPR_ Det - fexpr_
builtin_ symbol_ FEXPR_ Diagonal Matrix - fexpr_
builtin_ symbol_ FEXPR_ Digamma Function - fexpr_
builtin_ symbol_ FEXPR_ Digamma Function Zero - fexpr_
builtin_ symbol_ FEXPR_ Dirichlet Character - fexpr_
builtin_ symbol_ FEXPR_ Dirichlet Group - fexpr_
builtin_ symbol_ FEXPR_ DirichletL - fexpr_
builtin_ symbol_ FEXPR_ DirichletL Zero - fexpr_
builtin_ symbol_ FEXPR_ Dirichlet Lambda - fexpr_
builtin_ symbol_ FEXPR_ Discrete Log - fexpr_
builtin_ symbol_ FEXPR_ Div - fexpr_
builtin_ symbol_ FEXPR_ Divides - fexpr_
builtin_ symbol_ FEXPR_ Divisor Product - fexpr_
builtin_ symbol_ FEXPR_ Divisor Sigma - fexpr_
builtin_ symbol_ FEXPR_ Divisor Sum - fexpr_
builtin_ symbol_ FEXPR_ Double Factorial - fexpr_
builtin_ symbol_ FEXPR_ EisensteinE - fexpr_
builtin_ symbol_ FEXPR_ EisensteinG - fexpr_
builtin_ symbol_ FEXPR_ Element - fexpr_
builtin_ symbol_ FEXPR_ Ellipsis - fexpr_
builtin_ symbol_ FEXPR_ EllipticE - fexpr_
builtin_ symbol_ FEXPR_ EllipticK - fexpr_
builtin_ symbol_ FEXPR_ Elliptic Pi - fexpr_
builtin_ symbol_ FEXPR_ Elliptic RootE - fexpr_
builtin_ symbol_ FEXPR_ Enclosure - fexpr_
builtin_ symbol_ FEXPR_ Equal - fexpr_
builtin_ symbol_ FEXPR_ Equal AndElement - fexpr_
builtin_ symbol_ FEXPR_ Equal Nearest Decimal - fexpr_
builtin_ symbol_ FEXPR_ EqualQ Series Ellipsis - fexpr_
builtin_ symbol_ FEXPR_ Equivalent - fexpr_
builtin_ symbol_ FEXPR_ Erf - fexpr_
builtin_ symbol_ FEXPR_ Erfc - fexpr_
builtin_ symbol_ FEXPR_ Erfi - fexpr_
builtin_ symbol_ FEXPR_ Euler - fexpr_
builtin_ symbol_ FEXPR_ EulerE - fexpr_
builtin_ symbol_ FEXPR_ Euler Phi - fexpr_
builtin_ symbol_ FEXPR_ Euler Polynomial - fexpr_
builtin_ symbol_ FEXPR_ EulerQ Series - fexpr_
builtin_ symbol_ FEXPR_ Exists - fexpr_
builtin_ symbol_ FEXPR_ Exp - fexpr_
builtin_ symbol_ FEXPR_ ExpIntegralE - fexpr_
builtin_ symbol_ FEXPR_ ExpIntegral Ei - fexpr_
builtin_ symbol_ FEXPR_ Extended Real Numbers - fexpr_
builtin_ symbol_ FEXPR_ Factorial - fexpr_
builtin_ symbol_ FEXPR_ Falling Factorial - fexpr_
builtin_ symbol_ FEXPR_ False - fexpr_
builtin_ symbol_ FEXPR_ Fibonacci - fexpr_
builtin_ symbol_ FEXPR_ Fields - fexpr_
builtin_ symbol_ FEXPR_ Finite Field - fexpr_
builtin_ symbol_ FEXPR_ Floor - fexpr_
builtin_ symbol_ FEXPR_ For - fexpr_
builtin_ symbol_ FEXPR_ Formal Laurent Series - fexpr_
builtin_ symbol_ FEXPR_ Formal Power Series - fexpr_
builtin_ symbol_ FEXPR_ Formal Puiseux Series - fexpr_
builtin_ symbol_ FEXPR_ FresnelC - fexpr_
builtin_ symbol_ FEXPR_ FresnelS - fexpr_
builtin_ symbol_ FEXPR_ Fun - fexpr_
builtin_ symbol_ FEXPR_ GCD - fexpr_
builtin_ symbol_ FEXPR_ Gamma - fexpr_
builtin_ symbol_ FEXPR_ Gauss Legendre Weight - fexpr_
builtin_ symbol_ FEXPR_ Gauss Sum - fexpr_
builtin_ symbol_ FEXPR_ GegenbauerC - fexpr_
builtin_ symbol_ FEXPR_ General Linear Group - fexpr_
builtin_ symbol_ FEXPR_ Generalized BernoulliB - fexpr_
builtin_ symbol_ FEXPR_ Generalized Riemann Hypothesis - fexpr_
builtin_ symbol_ FEXPR_ Glaisher Constant - fexpr_
builtin_ symbol_ FEXPR_ Golden Ratio - fexpr_
builtin_ symbol_ FEXPR_ Greater - fexpr_
builtin_ symbol_ FEXPR_ Greater Equal - fexpr_
builtin_ symbol_ FEXPR_ Greek Gamma - fexpr_
builtin_ symbol_ FEXPR_ Greek Gamma_ - fexpr_
builtin_ symbol_ FEXPR_ Greek Pi - fexpr_
builtin_ symbol_ FEXPR_ Greek Pi_ - fexpr_
builtin_ symbol_ FEXPR_ Guess - fexpr_
builtin_ symbol_ FEXPR_ Hankel H1 - fexpr_
builtin_ symbol_ FEXPR_ Hankel H2 - fexpr_
builtin_ symbol_ FEXPR_ Harmonic Number - fexpr_
builtin_ symbol_ FEXPR_ HermiteH - fexpr_
builtin_ symbol_ FEXPR_ Hilbert Class Polynomial - fexpr_
builtin_ symbol_ FEXPR_ Hilbert Matrix - fexpr_
builtin_ symbol_ FEXPR_ Hurwitz Zeta - fexpr_
builtin_ symbol_ FEXPR_ Hypergeometric0 F1 - fexpr_
builtin_ symbol_ FEXPR_ Hypergeometric0 F1Regularized - fexpr_
builtin_ symbol_ FEXPR_ Hypergeometric1 F1 - fexpr_
builtin_ symbol_ FEXPR_ Hypergeometric1 F2 - fexpr_
builtin_ symbol_ FEXPR_ Hypergeometric1 F1Regularized - fexpr_
builtin_ symbol_ FEXPR_ Hypergeometric1 F2Regularized - fexpr_
builtin_ symbol_ FEXPR_ Hypergeometric2 F0 - fexpr_
builtin_ symbol_ FEXPR_ Hypergeometric2 F1 - fexpr_
builtin_ symbol_ FEXPR_ Hypergeometric2 F2 - fexpr_
builtin_ symbol_ FEXPR_ Hypergeometric2 F1Regularized - fexpr_
builtin_ symbol_ FEXPR_ Hypergeometric2 F2Regularized - fexpr_
builtin_ symbol_ FEXPR_ Hypergeometric3 F2 - fexpr_
builtin_ symbol_ FEXPR_ Hypergeometric3 F2Regularized - fexpr_
builtin_ symbol_ FEXPR_ HypergeometricU - fexpr_
builtin_ symbol_ FEXPR_ HypergeometricU Star - fexpr_
builtin_ symbol_ FEXPR_ HypergeometricU Star Remainder - fexpr_
builtin_ symbol_ FEXPR_ Identity Matrix - fexpr_
builtin_ symbol_ FEXPR_ Im - fexpr_
builtin_ symbol_ FEXPR_ Implies - fexpr_
builtin_ symbol_ FEXPR_ Incomplete Beta - fexpr_
builtin_ symbol_ FEXPR_ Incomplete Beta Regularized - fexpr_
builtin_ symbol_ FEXPR_ Incomplete EllipticE - fexpr_
builtin_ symbol_ FEXPR_ Incomplete EllipticF - fexpr_
builtin_ symbol_ FEXPR_ Incomplete Elliptic Pi - fexpr_
builtin_ symbol_ FEXPR_ Indefinite Integral Equal - fexpr_
builtin_ symbol_ FEXPR_ Infimum - fexpr_
builtin_ symbol_ FEXPR_ Infinity - fexpr_
builtin_ symbol_ FEXPR_ Integers Greater Equal - fexpr_
builtin_ symbol_ FEXPR_ Integers Less Equal - fexpr_
builtin_ symbol_ FEXPR_ Integral - fexpr_
builtin_ symbol_ FEXPR_ Intersection - fexpr_
builtin_ symbol_ FEXPR_ Interval - fexpr_
builtin_ symbol_ FEXPR_ IsEven - fexpr_
builtin_ symbol_ FEXPR_ IsHolomorphic On - fexpr_
builtin_ symbol_ FEXPR_ IsMeromorphic On - fexpr_
builtin_ symbol_ FEXPR_ IsOdd - fexpr_
builtin_ symbol_ FEXPR_ IsPrime - fexpr_
builtin_ symbol_ FEXPR_ Item - fexpr_
builtin_ symbol_ FEXPR_ JacobiP - fexpr_
builtin_ symbol_ FEXPR_ Jacobi Symbol - fexpr_
builtin_ symbol_ FEXPR_ Jacobi Theta - fexpr_
builtin_ symbol_ FEXPR_ Jacobi Theta Epsilon - fexpr_
builtin_ symbol_ FEXPR_ Jacobi Theta Permutation - fexpr_
builtin_ symbol_ FEXPR_ Jacobi ThetaQ - fexpr_
builtin_ symbol_ FEXPR_ Keiper LiLambda - fexpr_
builtin_ symbol_ FEXPR_ Khinchin Constant - fexpr_
builtin_ symbol_ FEXPR_ Kronecker Delta - fexpr_
builtin_ symbol_ FEXPR_ Kronecker Symbol - fexpr_
builtin_ symbol_ FEXPR_ LCM - fexpr_
builtin_ symbol_ FEXPR_ LaguerreL - fexpr_
builtin_ symbol_ FEXPR_ LambertW - fexpr_
builtin_ symbol_ FEXPR_ Lamda - fexpr_
builtin_ symbol_ FEXPR_ Lamda_ - fexpr_
builtin_ symbol_ FEXPR_ LandauG - fexpr_
builtin_ symbol_ FEXPR_ Lattice - fexpr_
builtin_ symbol_ FEXPR_ Left Limit - fexpr_
builtin_ symbol_ FEXPR_ LegendreP - fexpr_
builtin_ symbol_ FEXPR_ Legendre Polynomial Zero - fexpr_
builtin_ symbol_ FEXPR_ Legendre Symbol - fexpr_
builtin_ symbol_ FEXPR_ Length - fexpr_
builtin_ symbol_ FEXPR_ Lerch Phi - fexpr_
builtin_ symbol_ FEXPR_ Less - fexpr_
builtin_ symbol_ FEXPR_ Less Equal - fexpr_
builtin_ symbol_ FEXPR_ Limit - fexpr_
builtin_ symbol_ FEXPR_ Liouville Lambda - fexpr_
builtin_ symbol_ FEXPR_ List - fexpr_
builtin_ symbol_ FEXPR_ Log - fexpr_
builtin_ symbol_ FEXPR_ LogBarnesG - fexpr_
builtin_ symbol_ FEXPR_ LogBarnesG Remainder - fexpr_
builtin_ symbol_ FEXPR_ LogGamma - fexpr_
builtin_ symbol_ FEXPR_ LogIntegral - fexpr_
builtin_ symbol_ FEXPR_ Logic - fexpr_
builtin_ symbol_ FEXPR_ Lower Gamma - fexpr_
builtin_ symbol_ FEXPR_ Matrices - fexpr_
builtin_ symbol_ FEXPR_ Matrix - fexpr_
builtin_ symbol_ FEXPR_ Matrix2x2 - fexpr_
builtin_ symbol_ FEXPR_ Max - fexpr_
builtin_ symbol_ FEXPR_ Maximum - fexpr_
builtin_ symbol_ FEXPR_ Meromorphic Derivative - fexpr_
builtin_ symbol_ FEXPR_ Meromorphic Limit - fexpr_
builtin_ symbol_ FEXPR_ Min - fexpr_
builtin_ symbol_ FEXPR_ Minimum - fexpr_
builtin_ symbol_ FEXPR_ Mod - fexpr_
builtin_ symbol_ FEXPR_ Modular Group Action - fexpr_
builtin_ symbol_ FEXPR_ Modular Group Fundamental Domain - fexpr_
builtin_ symbol_ FEXPR_ ModularJ - fexpr_
builtin_ symbol_ FEXPR_ Modular Lambda - fexpr_
builtin_ symbol_ FEXPR_ Modular Lambda Fundamental Domain - fexpr_
builtin_ symbol_ FEXPR_ Moebius Mu - fexpr_
builtin_ symbol_ FEXPR_ Mul - fexpr_
builtin_ symbol_ FEXPR_ Multi Zeta Value - fexpr_
builtin_ symbol_ FEXPR_ NN - fexpr_
builtin_ symbol_ FEXPR_ Neg - fexpr_
builtin_ symbol_ FEXPR_ Not - fexpr_
builtin_ symbol_ FEXPR_ NotElement - fexpr_
builtin_ symbol_ FEXPR_ NotEqual - fexpr_
builtin_ symbol_ FEXPR_ NumberE - fexpr_
builtin_ symbol_ FEXPR_ NumberI - fexpr_
builtin_ symbol_ FEXPR_ Omega - fexpr_
builtin_ symbol_ FEXPR_ Omega_ - fexpr_
builtin_ symbol_ FEXPR_ One - fexpr_
builtin_ symbol_ FEXPR_ Open Closed Interval - fexpr_
builtin_ symbol_ FEXPR_ Open Complex Disk - fexpr_
builtin_ symbol_ FEXPR_ Open Interval - fexpr_
builtin_ symbol_ FEXPR_ Open Real Ball - fexpr_
builtin_ symbol_ FEXPR_ Or - fexpr_
builtin_ symbol_ FEXPR_ Otherwise - fexpr_
builtin_ symbol_ FEXPR_ PSL2Z - fexpr_
builtin_ symbol_ FEXPR_ Parentheses - fexpr_
builtin_ symbol_ FEXPR_ PartitionsP - fexpr_
builtin_ symbol_ FEXPR_ Path - fexpr_
builtin_ symbol_ FEXPR_ Phi - fexpr_
builtin_ symbol_ FEXPR_ Phi_ - fexpr_
builtin_ symbol_ FEXPR_ Pi - fexpr_
builtin_ symbol_ FEXPR_ Pol - fexpr_
builtin_ symbol_ FEXPR_ Poles - fexpr_
builtin_ symbol_ FEXPR_ Poly Log - fexpr_
builtin_ symbol_ FEXPR_ Polynomial - fexpr_
builtin_ symbol_ FEXPR_ Polynomial Degree - fexpr_
builtin_ symbol_ FEXPR_ Polynomial Fractions - fexpr_
builtin_ symbol_ FEXPR_ Polynomial Root Indexed - fexpr_
builtin_ symbol_ FEXPR_ Polynomial Root Nearest - fexpr_
builtin_ symbol_ FEXPR_ Polynomials - fexpr_
builtin_ symbol_ FEXPR_ Pos - fexpr_
builtin_ symbol_ FEXPR_ Pow - fexpr_
builtin_ symbol_ FEXPR_ Prime - fexpr_
builtin_ symbol_ FEXPR_ Prime Pi - fexpr_
builtin_ symbol_ FEXPR_ Prime Product - fexpr_
builtin_ symbol_ FEXPR_ Prime Sum - fexpr_
builtin_ symbol_ FEXPR_ Primes - fexpr_
builtin_ symbol_ FEXPR_ Primitive Dirichlet Characters - fexpr_
builtin_ symbol_ FEXPR_ Primitive Reduced Positive Integral Binary Quadratic Forms - fexpr_
builtin_ symbol_ FEXPR_ Product - fexpr_
builtin_ symbol_ FEXPR_ Projective Complex Numbers - fexpr_
builtin_ symbol_ FEXPR_ Projective Real Numbers - fexpr_
builtin_ symbol_ FEXPR_ Psi - fexpr_
builtin_ symbol_ FEXPR_ Psi_ - fexpr_
builtin_ symbol_ FEXPR_ QQ - fexpr_
builtin_ symbol_ FEXPR_ QSeries Coefficient - fexpr_
builtin_ symbol_ FEXPR_ Quotient Ring - fexpr_
builtin_ symbol_ FEXPR_ RR - fexpr_
builtin_ symbol_ FEXPR_ Range - fexpr_
builtin_ symbol_ FEXPR_ Re - fexpr_
builtin_ symbol_ FEXPR_ Real Abs - fexpr_
builtin_ symbol_ FEXPR_ Real Algebraic Numbers - fexpr_
builtin_ symbol_ FEXPR_ Real Ball - fexpr_
builtin_ symbol_ FEXPR_ Real Derivative - fexpr_
builtin_ symbol_ FEXPR_ Real Infinities - fexpr_
builtin_ symbol_ FEXPR_ Real Limit - fexpr_
builtin_ symbol_ FEXPR_ Real Signed Infinities - fexpr_
builtin_ symbol_ FEXPR_ Real Singularity Closure - fexpr_
builtin_ symbol_ FEXPR_ Repeat - fexpr_
builtin_ symbol_ FEXPR_ Residue - fexpr_
builtin_ symbol_ FEXPR_ Riemann Hypothesis - fexpr_
builtin_ symbol_ FEXPR_ Riemann Xi - fexpr_
builtin_ symbol_ FEXPR_ Riemann Zeta - fexpr_
builtin_ symbol_ FEXPR_ Riemann Zeta Zero - fexpr_
builtin_ symbol_ FEXPR_ Right Limit - fexpr_
builtin_ symbol_ FEXPR_ Rings - fexpr_
builtin_ symbol_ FEXPR_ Rising Factorial - fexpr_
builtin_ symbol_ FEXPR_ Root - fexpr_
builtin_ symbol_ FEXPR_ Root OfUnity - fexpr_
builtin_ symbol_ FEXPR_ Row - fexpr_
builtin_ symbol_ FEXPR_ RowMatrix - fexpr_
builtin_ symbol_ FEXPR_ SL2Z - fexpr_
builtin_ symbol_ FEXPR_ Same - fexpr_
builtin_ symbol_ FEXPR_ Sec - fexpr_
builtin_ symbol_ FEXPR_ Sech - fexpr_
builtin_ symbol_ FEXPR_ Sequence Limit - fexpr_
builtin_ symbol_ FEXPR_ Sequence Limit Inferior - fexpr_
builtin_ symbol_ FEXPR_ Sequence Limit Superior - fexpr_
builtin_ symbol_ FEXPR_ Ser - fexpr_
builtin_ symbol_ FEXPR_ Set - fexpr_
builtin_ symbol_ FEXPR_ SetMinus - fexpr_
builtin_ symbol_ FEXPR_ Sets - fexpr_
builtin_ symbol_ FEXPR_ Show Expanded Normal Form - fexpr_
builtin_ symbol_ FEXPR_ Sigma - fexpr_
builtin_ symbol_ FEXPR_ Sigma_ - fexpr_
builtin_ symbol_ FEXPR_ Sign - fexpr_
builtin_ symbol_ FEXPR_ Sign Extended Complex Numbers - fexpr_
builtin_ symbol_ FEXPR_ Sin - fexpr_
builtin_ symbol_ FEXPR_ SinIntegral - fexpr_
builtin_ symbol_ FEXPR_ Sinc - fexpr_
builtin_ symbol_ FEXPR_ Singular Values - fexpr_
builtin_ symbol_ FEXPR_ Sinh - fexpr_
builtin_ symbol_ FEXPR_ Sinh Integral - fexpr_
builtin_ symbol_ FEXPR_ SloaneA - fexpr_
builtin_ symbol_ FEXPR_ Solutions - fexpr_
builtin_ symbol_ FEXPR_ Special Linear Group - fexpr_
builtin_ symbol_ FEXPR_ Spectrum - fexpr_
builtin_ symbol_ FEXPR_ Spherical HarmonicY - fexpr_
builtin_ symbol_ FEXPR_ Sqrt - fexpr_
builtin_ symbol_ FEXPR_ SquaresR - fexpr_
builtin_ symbol_ FEXPR_ Step - fexpr_
builtin_ symbol_ FEXPR_ Stieltjes Gamma - fexpr_
builtin_ symbol_ FEXPR_ Stirling Cycle - fexpr_
builtin_ symbol_ FEXPR_ Stirling S1 - fexpr_
builtin_ symbol_ FEXPR_ Stirling S2 - fexpr_
builtin_ symbol_ FEXPR_ Stirling Series Remainder - fexpr_
builtin_ symbol_ FEXPR_ Sub - fexpr_
builtin_ symbol_ FEXPR_ Subscript - fexpr_
builtin_ symbol_ FEXPR_ Subset - fexpr_
builtin_ symbol_ FEXPR_ Subset Equal - fexpr_
builtin_ symbol_ FEXPR_ Subsets - fexpr_
builtin_ symbol_ FEXPR_ Sum - fexpr_
builtin_ symbol_ FEXPR_ Supremum - fexpr_
builtin_ symbol_ FEXPR_ Symmetric Polynomial - fexpr_
builtin_ symbol_ FEXPR_ Tan - fexpr_
builtin_ symbol_ FEXPR_ Tanh - fexpr_
builtin_ symbol_ FEXPR_ Theta - fexpr_
builtin_ symbol_ FEXPR_ Theta_ - fexpr_
builtin_ symbol_ FEXPR_ True - fexpr_
builtin_ symbol_ FEXPR_ Tuple - fexpr_
builtin_ symbol_ FEXPR_ Tuples - fexpr_
builtin_ symbol_ FEXPR_ Undefined - fexpr_
builtin_ symbol_ FEXPR_ Union - fexpr_
builtin_ symbol_ FEXPR_ Unique Solution - fexpr_
builtin_ symbol_ FEXPR_ Unique Zero - fexpr_
builtin_ symbol_ FEXPR_ Unit Circle - fexpr_
builtin_ symbol_ FEXPR_ Unknown - fexpr_
builtin_ symbol_ FEXPR_ Unsigned Infinity - fexpr_
builtin_ symbol_ FEXPR_ Upper Gamma - fexpr_
builtin_ symbol_ FEXPR_ Upper Half Plane - fexpr_
builtin_ symbol_ FEXPR_ WeierstrassP - fexpr_
builtin_ symbol_ FEXPR_ Weierstrass Sigma - fexpr_
builtin_ symbol_ FEXPR_ Weierstrass Zeta - fexpr_
builtin_ symbol_ FEXPR_ Where - fexpr_
builtin_ symbol_ FEXPR_ XGCD - fexpr_
builtin_ symbol_ FEXPR_ XX - fexpr_
builtin_ symbol_ FEXPR_ Xi - fexpr_
builtin_ symbol_ FEXPR_ Xi_ - fexpr_
builtin_ symbol_ FEXPR_ ZZ - fexpr_
builtin_ symbol_ FEXPR_ Zero - fexpr_
builtin_ symbol_ FEXPR_ Zero Matrix - fexpr_
builtin_ symbol_ FEXPR_ Zeros - fexpr_
builtin_ symbol_ FEXPR_ alpha - fexpr_
builtin_ symbol_ FEXPR_ alpha_ - fexpr_
builtin_ symbol_ FEXPR_ beta - fexpr_
builtin_ symbol_ FEXPR_ beta_ - fexpr_
builtin_ symbol_ FEXPR_ chi - fexpr_
builtin_ symbol_ FEXPR_ chi_ - fexpr_
builtin_ symbol_ FEXPR_ delta - fexpr_
builtin_ symbol_ FEXPR_ delta_ - fexpr_
builtin_ symbol_ FEXPR_ ell - fexpr_
builtin_ symbol_ FEXPR_ ell_ - fexpr_
builtin_ symbol_ FEXPR_ epsilon - fexpr_
builtin_ symbol_ FEXPR_ epsilon_ - fexpr_
builtin_ symbol_ FEXPR_ eta - fexpr_
builtin_ symbol_ FEXPR_ eta_ - fexpr_
builtin_ symbol_ FEXPR_ gamma - fexpr_
builtin_ symbol_ FEXPR_ gamma_ - fexpr_
builtin_ symbol_ FEXPR_ iota - fexpr_
builtin_ symbol_ FEXPR_ iota_ - fexpr_
builtin_ symbol_ FEXPR_ kappa - fexpr_
builtin_ symbol_ FEXPR_ kappa_ - fexpr_
builtin_ symbol_ FEXPR_ lamda - fexpr_
builtin_ symbol_ FEXPR_ lamda_ - fexpr_
builtin_ symbol_ FEXPR_ mu - fexpr_
builtin_ symbol_ FEXPR_ mu_ - fexpr_
builtin_ symbol_ FEXPR_ nu - fexpr_
builtin_ symbol_ FEXPR_ nu_ - fexpr_
builtin_ symbol_ FEXPR_ omega - fexpr_
builtin_ symbol_ FEXPR_ omega_ - fexpr_
builtin_ symbol_ FEXPR_ phi - fexpr_
builtin_ symbol_ FEXPR_ phi_ - fexpr_
builtin_ symbol_ FEXPR_ pi - fexpr_
builtin_ symbol_ FEXPR_ pi_ - fexpr_
builtin_ symbol_ FEXPR_ rho - fexpr_
builtin_ symbol_ FEXPR_ rho_ - fexpr_
builtin_ symbol_ FEXPR_ sigma - fexpr_
builtin_ symbol_ FEXPR_ sigma_ - fexpr_
builtin_ symbol_ FEXPR_ tau - fexpr_
builtin_ symbol_ FEXPR_ tau_ - fexpr_
builtin_ symbol_ FEXPR_ theta - fexpr_
builtin_ symbol_ FEXPR_ theta_ - fexpr_
builtin_ symbol_ FEXPR_ varphi - fexpr_
builtin_ symbol_ FEXPR_ varphi_ - fexpr_
builtin_ symbol_ FEXPR_ vartheta - fexpr_
builtin_ symbol_ FEXPR_ vartheta_ - fexpr_
builtin_ symbol_ FEXPR_ xi - fexpr_
builtin_ symbol_ FEXPR_ xi_ - fexpr_
builtin_ symbol_ FEXPR_ zeta - fexpr_
builtin_ symbol_ FEXPR_ zeta_ - flint_
err_ t_ FLINT_ DIVZERO - flint_
err_ t_ FLINT_ DOMERR - flint_
err_ t_ FLINT_ ERROR - flint_
err_ t_ FLINT_ EXPOF - flint_
err_ t_ FLINT_ IMPINV - flint_
err_ t_ FLINT_ INEXACT - flint_
err_ t_ FLINT_ OVERFLOW - flint_
err_ t_ FLINT_ TEST_ FAIL - gr_
method_ GR_ METHOD_ ABS - gr_
method_ GR_ METHOD_ ABS2 - gr_
method_ GR_ METHOD_ ACOS - gr_
method_ GR_ METHOD_ ACOSH - gr_
method_ GR_ METHOD_ ACOS_ PI - gr_
method_ GR_ METHOD_ ACOT - gr_
method_ GR_ METHOD_ ACOTH - gr_
method_ GR_ METHOD_ ACOT_ PI - gr_
method_ GR_ METHOD_ ACSC - gr_
method_ GR_ METHOD_ ACSCH - gr_
method_ GR_ METHOD_ ACSC_ PI - gr_
method_ GR_ METHOD_ ADD - gr_
method_ GR_ METHOD_ ADDMUL - gr_
method_ GR_ METHOD_ ADDMUL_ FMPQ - gr_
method_ GR_ METHOD_ ADDMUL_ FMPZ - gr_
method_ GR_ METHOD_ ADDMUL_ OTHER - gr_
method_ GR_ METHOD_ ADDMUL_ SI - gr_
method_ GR_ METHOD_ ADDMUL_ UI - gr_
method_ GR_ METHOD_ ADD_ FMPQ - gr_
method_ GR_ METHOD_ ADD_ FMPZ - gr_
method_ GR_ METHOD_ ADD_ OTHER - gr_
method_ GR_ METHOD_ ADD_ SI - gr_
method_ GR_ METHOD_ ADD_ UI - gr_
method_ GR_ METHOD_ AGM - gr_
method_ GR_ METHOD_ AGM1 - gr_
method_ GR_ METHOD_ AIRY - gr_
method_ GR_ METHOD_ AIRY_ AI - gr_
method_ GR_ METHOD_ AIRY_ AI_ PRIME - gr_
method_ GR_ METHOD_ AIRY_ AI_ PRIME_ ZERO - gr_
method_ GR_ METHOD_ AIRY_ AI_ ZERO - gr_
method_ GR_ METHOD_ AIRY_ BI - gr_
method_ GR_ METHOD_ AIRY_ BI_ PRIME - gr_
method_ GR_ METHOD_ AIRY_ BI_ PRIME_ ZERO - gr_
method_ GR_ METHOD_ AIRY_ BI_ ZERO - gr_
method_ GR_ METHOD_ ARG - gr_
method_ GR_ METHOD_ ASEC - gr_
method_ GR_ METHOD_ ASECH - gr_
method_ GR_ METHOD_ ASEC_ PI - gr_
method_ GR_ METHOD_ ASIN - gr_
method_ GR_ METHOD_ ASINH - gr_
method_ GR_ METHOD_ ASIN_ PI - gr_
method_ GR_ METHOD_ ATAN - gr_
method_ GR_ METHOD_ ATAN2 - gr_
method_ GR_ METHOD_ ATANH - gr_
method_ GR_ METHOD_ ATAN_ PI - gr_
method_ GR_ METHOD_ BARNES_ G - gr_
method_ GR_ METHOD_ BELLNUM_ FMPZ - gr_
method_ GR_ METHOD_ BELLNUM_ UI - gr_
method_ GR_ METHOD_ BELLNUM_ VEC - gr_
method_ GR_ METHOD_ BERNOULLI_ FMPZ - gr_
method_ GR_ METHOD_ BERNOULLI_ UI - gr_
method_ GR_ METHOD_ BERNOULLI_ VEC - gr_
method_ GR_ METHOD_ BERNPOLY_ UI - gr_
method_ GR_ METHOD_ BESSEL_ I - gr_
method_ GR_ METHOD_ BESSEL_ I_ SCALED - gr_
method_ GR_ METHOD_ BESSEL_ J - gr_
method_ GR_ METHOD_ BESSEL_ J_ Y - gr_
method_ GR_ METHOD_ BESSEL_ K - gr_
method_ GR_ METHOD_ BESSEL_ K_ SCALED - gr_
method_ GR_ METHOD_ BESSEL_ Y - gr_
method_ GR_ METHOD_ BETA - gr_
method_ GR_ METHOD_ BETA_ LOWER - gr_
method_ GR_ METHOD_ BIN - gr_
method_ GR_ METHOD_ BIN_ UI - gr_
method_ GR_ METHOD_ BIN_ UIUI - gr_
method_ GR_ METHOD_ BIN_ UI_ VEC - gr_
method_ GR_ METHOD_ BIN_ VEC - gr_
method_ GR_ METHOD_ CARLSON_ RC - gr_
method_ GR_ METHOD_ CARLSON_ RD - gr_
method_ GR_ METHOD_ CARLSON_ RF - gr_
method_ GR_ METHOD_ CARLSON_ RG - gr_
method_ GR_ METHOD_ CARLSON_ RJ - gr_
method_ GR_ METHOD_ CATALAN - gr_
method_ GR_ METHOD_ CEIL - gr_
method_ GR_ METHOD_ CHEBYSHEV_ T - gr_
method_ GR_ METHOD_ CHEBYSHEV_ T_ FMPZ - gr_
method_ GR_ METHOD_ CHEBYSHEV_ U - gr_
method_ GR_ METHOD_ CHEBYSHEV_ U_ FMPZ - gr_
method_ GR_ METHOD_ CLEAR - gr_
method_ GR_ METHOD_ CMP - gr_
method_ GR_ METHOD_ CMPABS - gr_
method_ GR_ METHOD_ CMPABS_ OTHER - gr_
method_ GR_ METHOD_ CMP_ OTHER - gr_
method_ GR_ METHOD_ CONJ - gr_
method_ GR_ METHOD_ COS - gr_
method_ GR_ METHOD_ COSH - gr_
method_ GR_ METHOD_ COSH_ INTEGRAL - gr_
method_ GR_ METHOD_ COS_ INTEGRAL - gr_
method_ GR_ METHOD_ COS_ PI - gr_
method_ GR_ METHOD_ COT - gr_
method_ GR_ METHOD_ COTH - gr_
method_ GR_ METHOD_ COT_ PI - gr_
method_ GR_ METHOD_ COULOMB - gr_
method_ GR_ METHOD_ COULOMB_ F - gr_
method_ GR_ METHOD_ COULOMB_ G - gr_
method_ GR_ METHOD_ COULOMB_ HNEG - gr_
method_ GR_ METHOD_ COULOMB_ HPOS - gr_
method_ GR_ METHOD_ CSC - gr_
method_ GR_ METHOD_ CSCH - gr_
method_ GR_ METHOD_ CSC_ PI - gr_
method_ GR_ METHOD_ CSGN - gr_
method_ GR_ METHOD_ CTX_ CLEAR - gr_
method_ GR_ METHOD_ CTX_ FQ_ DEGREE - gr_
method_ GR_ METHOD_ CTX_ FQ_ ORDER - gr_
method_ GR_ METHOD_ CTX_ FQ_ PRIME - gr_
method_ GR_ METHOD_ CTX_ GET_ REAL_ PREC - gr_
method_ GR_ METHOD_ CTX_ HAS_ REAL_ PREC - gr_
method_ GR_ METHOD_ CTX_ IS_ ALGEBRAICALLY_ CLOSED - gr_
method_ GR_ METHOD_ CTX_ IS_ CANONICAL - gr_
method_ GR_ METHOD_ CTX_ IS_ COMMUTATIVE_ RING - gr_
method_ GR_ METHOD_ CTX_ IS_ EXACT - gr_
method_ GR_ METHOD_ CTX_ IS_ FIELD - gr_
method_ GR_ METHOD_ CTX_ IS_ FINITE - gr_
method_ GR_ METHOD_ CTX_ IS_ FINITE_ CHARACTERISTIC - gr_
method_ GR_ METHOD_ CTX_ IS_ INTEGRAL_ DOMAIN - gr_
method_ GR_ METHOD_ CTX_ IS_ MULTIPLICATIVE_ GROUP - gr_
method_ GR_ METHOD_ CTX_ IS_ ORDERED_ RING - gr_
method_ GR_ METHOD_ CTX_ IS_ RING - gr_
method_ GR_ METHOD_ CTX_ IS_ THREADSAFE - gr_
method_ GR_ METHOD_ CTX_ IS_ UNIQUE_ FACTORIZATION_ DOMAIN - gr_
method_ GR_ METHOD_ CTX_ IS_ ZERO_ RING - gr_
method_ GR_ METHOD_ CTX_ SET_ GEN_ NAME - gr_
method_ GR_ METHOD_ CTX_ SET_ GEN_ NAMES - gr_
method_ GR_ METHOD_ CTX_ SET_ IS_ FIELD - gr_
method_ GR_ METHOD_ CTX_ SET_ REAL_ PREC - gr_
method_ GR_ METHOD_ CTX_ WRITE - gr_
method_ GR_ METHOD_ DEDEKIND_ ETA - gr_
method_ GR_ METHOD_ DEDEKIND_ ETA_ Q - gr_
method_ GR_ METHOD_ DENOMINATOR - gr_
method_ GR_ METHOD_ DIGAMMA - gr_
method_ GR_ METHOD_ DILOG - gr_
method_ GR_ METHOD_ DIRICHLET_ BETA - gr_
method_ GR_ METHOD_ DIRICHLET_ CHI_ FMPZ - gr_
method_ GR_ METHOD_ DIRICHLET_ CHI_ UI - gr_
method_ GR_ METHOD_ DIRICHLET_ ETA - gr_
method_ GR_ METHOD_ DIRICHLET_ HARDY_ THETA - gr_
method_ GR_ METHOD_ DIRICHLET_ HARDY_ Z - gr_
method_ GR_ METHOD_ DIRICHLET_ L - gr_
method_ GR_ METHOD_ DIV - gr_
method_ GR_ METHOD_ DIVEXACT - gr_
method_ GR_ METHOD_ DIVEXACT_ FMPQ - gr_
method_ GR_ METHOD_ DIVEXACT_ FMPZ - gr_
method_ GR_ METHOD_ DIVEXACT_ OTHER - gr_
method_ GR_ METHOD_ DIVEXACT_ SI - gr_
method_ GR_ METHOD_ DIVEXACT_ UI - gr_
method_ GR_ METHOD_ DIVIDES - gr_
method_ GR_ METHOD_ DIV_ FMPQ - gr_
method_ GR_ METHOD_ DIV_ FMPZ - gr_
method_ GR_ METHOD_ DIV_ NONUNIQUE - gr_
method_ GR_ METHOD_ DIV_ OTHER - gr_
method_ GR_ METHOD_ DIV_ SI - gr_
method_ GR_ METHOD_ DIV_ UI - gr_
method_ GR_ METHOD_ DOUBLEFAC - gr_
method_ GR_ METHOD_ DOUBLEFAC_ UI - gr_
method_ GR_ METHOD_ EISENSTEIN_ E - gr_
method_ GR_ METHOD_ EISENSTEIN_ G - gr_
method_ GR_ METHOD_ EISENSTEIN_ G_ VEC - gr_
method_ GR_ METHOD_ ELLIPTIC_ E - gr_
method_ GR_ METHOD_ ELLIPTIC_ E_ INC - gr_
method_ GR_ METHOD_ ELLIPTIC_ F - gr_
method_ GR_ METHOD_ ELLIPTIC_ INVARIANTS - gr_
method_ GR_ METHOD_ ELLIPTIC_ K - gr_
method_ GR_ METHOD_ ELLIPTIC_ PI - gr_
method_ GR_ METHOD_ ELLIPTIC_ PI_ INC - gr_
method_ GR_ METHOD_ ELLIPTIC_ ROOTS - gr_
method_ GR_ METHOD_ EQUAL - gr_
method_ GR_ METHOD_ ERF - gr_
method_ GR_ METHOD_ ERFC - gr_
method_ GR_ METHOD_ ERFCINV - gr_
method_ GR_ METHOD_ ERFCX - gr_
method_ GR_ METHOD_ ERFI - gr_
method_ GR_ METHOD_ ERFINV - gr_
method_ GR_ METHOD_ EUCLIDEAN_ DIV - gr_
method_ GR_ METHOD_ EUCLIDEAN_ DIVREM - gr_
method_ GR_ METHOD_ EUCLIDEAN_ REM - gr_
method_ GR_ METHOD_ EULER - gr_
method_ GR_ METHOD_ EULERNUM_ FMPZ - gr_
method_ GR_ METHOD_ EULERNUM_ UI - gr_
method_ GR_ METHOD_ EULERNUM_ VEC - gr_
method_ GR_ METHOD_ EULERPOLY_ UI - gr_
method_ GR_ METHOD_ EXP - gr_
method_ GR_ METHOD_ EXP2 - gr_
method_ GR_ METHOD_ EXP10 - gr_
method_ GR_ METHOD_ EXPM1 - gr_
method_ GR_ METHOD_ EXP_ INTEGRAL - gr_
method_ GR_ METHOD_ EXP_ INTEGRAL_ EI - gr_
method_ GR_ METHOD_ EXP_ PI_ I - gr_
method_ GR_ METHOD_ FAC - gr_
method_ GR_ METHOD_ FACTOR - gr_
method_ GR_ METHOD_ FACTOR_ PERFECT_ POWER - gr_
method_ GR_ METHOD_ FAC_ FMPZ - gr_
method_ GR_ METHOD_ FAC_ UI - gr_
method_ GR_ METHOD_ FAC_ VEC - gr_
method_ GR_ METHOD_ FALLING - gr_
method_ GR_ METHOD_ FALLING_ UI - gr_
method_ GR_ METHOD_ FIB_ FMPZ - gr_
method_ GR_ METHOD_ FIB_ UI - gr_
method_ GR_ METHOD_ FIB_ VEC - gr_
method_ GR_ METHOD_ FLOOR - gr_
method_ GR_ METHOD_ FMA - gr_
method_ GR_ METHOD_ FMMA - gr_
method_ GR_ METHOD_ FMMS - gr_
method_ GR_ METHOD_ FMS - gr_
method_ GR_ METHOD_ FQ_ FROBENIUS - gr_
method_ GR_ METHOD_ FQ_ IS_ PRIMITIVE - gr_
method_ GR_ METHOD_ FQ_ MULTIPLICATIVE_ ORDER - gr_
method_ GR_ METHOD_ FQ_ NORM - gr_
method_ GR_ METHOD_ FQ_ PTH_ ROOT - gr_
method_ GR_ METHOD_ FQ_ TRACE - gr_
method_ GR_ METHOD_ FRESNEL - gr_
method_ GR_ METHOD_ FRESNEL_ C - gr_
method_ GR_ METHOD_ FRESNEL_ S - gr_
method_ GR_ METHOD_ GAMMA - gr_
method_ GR_ METHOD_ GAMMA_ FMPQ - gr_
method_ GR_ METHOD_ GAMMA_ FMPZ - gr_
method_ GR_ METHOD_ GAMMA_ LOWER - gr_
method_ GR_ METHOD_ GAMMA_ UPPER - gr_
method_ GR_ METHOD_ GCD - gr_
method_ GR_ METHOD_ GEGENBAUER_ C - gr_
method_ GR_ METHOD_ GEN - gr_
method_ GR_ METHOD_ GENS - gr_
method_ GR_ METHOD_ GENS_ RECURSIVE - gr_
method_ GR_ METHOD_ GET_ D - gr_
method_ GR_ METHOD_ GET_ FEXPR - gr_
method_ GR_ METHOD_ GET_ FEXPR_ SERIALIZE - gr_
method_ GR_ METHOD_ GET_ FMPQ - gr_
method_ GR_ METHOD_ GET_ FMPZ - gr_
method_ GR_ METHOD_ GET_ FMPZ_ 2EXP_ FMPZ - gr_
method_ GR_ METHOD_ GET_ SI - gr_
method_ GR_ METHOD_ GET_ UI - gr_
method_ GR_ METHOD_ GLAISHER - gr_
method_ GR_ METHOD_ HARMONIC - gr_
method_ GR_ METHOD_ HARMONIC_ UI - gr_
method_ GR_ METHOD_ HERMITE_ H - gr_
method_ GR_ METHOD_ HILBERT_ CLASS_ POLY - gr_
method_ GR_ METHOD_ HURWITZ_ ZETA - gr_
method_ GR_ METHOD_ HYPGEOM_ 0F1 - gr_
method_ GR_ METHOD_ HYPGEOM_ 1F1 - gr_
method_ GR_ METHOD_ HYPGEOM_ 2F0 - gr_
method_ GR_ METHOD_ HYPGEOM_ 2F1 - gr_
method_ GR_ METHOD_ HYPGEOM_ PFQ - gr_
method_ GR_ METHOD_ HYPGEOM_ U - gr_
method_ GR_ METHOD_ HYPOT - gr_
method_ GR_ METHOD_ I - gr_
method_ GR_ METHOD_ IM - gr_
method_ GR_ METHOD_ INIT - gr_
method_ GR_ METHOD_ INV - gr_
method_ GR_ METHOD_ IS_ INTEGER - gr_
method_ GR_ METHOD_ IS_ INVERTIBLE - gr_
method_ GR_ METHOD_ IS_ NEGATIVE_ INTEGER - gr_
method_ GR_ METHOD_ IS_ NEGATIVE_ REAL - gr_
method_ GR_ METHOD_ IS_ NEG_ ONE - gr_
method_ GR_ METHOD_ IS_ NONNEGATIVE_ INTEGER - gr_
method_ GR_ METHOD_ IS_ NONNEGATIVE_ REAL - gr_
method_ GR_ METHOD_ IS_ NONPOSITIVE_ INTEGER - gr_
method_ GR_ METHOD_ IS_ NONPOSITIVE_ REAL - gr_
method_ GR_ METHOD_ IS_ ONE - gr_
method_ GR_ METHOD_ IS_ PERFECT_ POWER - gr_
method_ GR_ METHOD_ IS_ POSITIVE_ INTEGER - gr_
method_ GR_ METHOD_ IS_ POSITIVE_ REAL - gr_
method_ GR_ METHOD_ IS_ RATIONAL - gr_
method_ GR_ METHOD_ IS_ REAL - gr_
method_ GR_ METHOD_ IS_ ROOT_ OF_ UNITY - gr_
method_ GR_ METHOD_ IS_ SQUARE - gr_
method_ GR_ METHOD_ IS_ ZERO - gr_
method_ GR_ METHOD_ JACOBI_ P - gr_
method_ GR_ METHOD_ JACOBI_ THETA - gr_
method_ GR_ METHOD_ JACOBI_ THETA_ 1 - gr_
method_ GR_ METHOD_ JACOBI_ THETA_ 2 - gr_
method_ GR_ METHOD_ JACOBI_ THETA_ 3 - gr_
method_ GR_ METHOD_ JACOBI_ THETA_ 4 - gr_
method_ GR_ METHOD_ JACOBI_ THETA_ Q - gr_
method_ GR_ METHOD_ JACOBI_ THETA_ Q_ 1 - gr_
method_ GR_ METHOD_ JACOBI_ THETA_ Q_ 2 - gr_
method_ GR_ METHOD_ JACOBI_ THETA_ Q_ 3 - gr_
method_ GR_ METHOD_ JACOBI_ THETA_ Q_ 4 - gr_
method_ GR_ METHOD_ KHINCHIN - gr_
method_ GR_ METHOD_ LAGUERRE_ L - gr_
method_ GR_ METHOD_ LAMBERTW - gr_
method_ GR_ METHOD_ LAMBERTW_ FMPZ - gr_
method_ GR_ METHOD_ LCM - gr_
method_ GR_ METHOD_ LEGENDRE_ P - gr_
method_ GR_ METHOD_ LEGENDRE_ P_ ROOT_ UI - gr_
method_ GR_ METHOD_ LEGENDRE_ Q - gr_
method_ GR_ METHOD_ LERCH_ PHI - gr_
method_ GR_ METHOD_ LGAMMA - gr_
method_ GR_ METHOD_ LOG - gr_
method_ GR_ METHOD_ LOG2 - gr_
method_ GR_ METHOD_ LOG1P - gr_
method_ GR_ METHOD_ LOG10 - gr_
method_ GR_ METHOD_ LOG_ BARNES_ G - gr_
method_ GR_ METHOD_ LOG_ INTEGRAL - gr_
method_ GR_ METHOD_ LOG_ PI_ I - gr_
method_ GR_ METHOD_ MAT_ DET - gr_
method_ GR_ METHOD_ MAT_ DIAGONALIZATION - gr_
method_ GR_ METHOD_ MAT_ EXP - gr_
method_ GR_ METHOD_ MAT_ FIND_ NONZERO_ PIVOT - gr_
method_ GR_ METHOD_ MAT_ LOG - gr_
method_ GR_ METHOD_ MAT_ LU - gr_
method_ GR_ METHOD_ MAT_ MUL - gr_
method_ GR_ METHOD_ MAT_ NONSINGULAR_ SOLVE_ TRIL - gr_
method_ GR_ METHOD_ MAT_ NONSINGULAR_ SOLVE_ TRIU - gr_
method_ GR_ METHOD_ MAX - gr_
method_ GR_ METHOD_ MIN - gr_
method_ GR_ METHOD_ MODULAR_ DELTA - gr_
method_ GR_ METHOD_ MODULAR_ J - gr_
method_ GR_ METHOD_ MODULAR_ LAMBDA - gr_
method_ GR_ METHOD_ MUL - gr_
method_ GR_ METHOD_ MUL_ 2EXP_ FMPZ - gr_
method_ GR_ METHOD_ MUL_ 2EXP_ SI - gr_
method_ GR_ METHOD_ MUL_ FMPQ - gr_
method_ GR_ METHOD_ MUL_ FMPZ - gr_
method_ GR_ METHOD_ MUL_ OTHER - gr_
method_ GR_ METHOD_ MUL_ SI - gr_
method_ GR_ METHOD_ MUL_ TWO - gr_
method_ GR_ METHOD_ MUL_ UI - gr_
method_ GR_ METHOD_ NEG - gr_
method_ GR_ METHOD_ NEG_ INF - gr_
method_ GR_ METHOD_ NEG_ ONE - gr_
method_ GR_ METHOD_ NINT - gr_
method_ GR_ METHOD_ NUMERATOR - gr_
method_ GR_ METHOD_ ONE - gr_
method_ GR_ METHOD_ OTHER_ ADD - gr_
method_ GR_ METHOD_ OTHER_ ADD_ VEC - gr_
method_ GR_ METHOD_ OTHER_ DIV - gr_
method_ GR_ METHOD_ OTHER_ DIVEXACT - gr_
method_ GR_ METHOD_ OTHER_ DIVEXACT_ VEC - gr_
method_ GR_ METHOD_ OTHER_ DIV_ VEC - gr_
method_ GR_ METHOD_ OTHER_ MUL - gr_
method_ GR_ METHOD_ OTHER_ MUL_ VEC - gr_
method_ GR_ METHOD_ OTHER_ POW - gr_
method_ GR_ METHOD_ OTHER_ POW_ VEC - gr_
method_ GR_ METHOD_ OTHER_ SUB - gr_
method_ GR_ METHOD_ OTHER_ SUB_ VEC - gr_
method_ GR_ METHOD_ PARTITIONS_ FMPZ - gr_
method_ GR_ METHOD_ PARTITIONS_ UI - gr_
method_ GR_ METHOD_ PARTITIONS_ VEC - gr_
method_ GR_ METHOD_ PI - gr_
method_ GR_ METHOD_ POLYGAMMA - gr_
method_ GR_ METHOD_ POLYLOG - gr_
method_ GR_ METHOD_ POLY_ DIV - gr_
method_ GR_ METHOD_ POLY_ DIVEXACT - gr_
method_ GR_ METHOD_ POLY_ DIVREM - gr_
method_ GR_ METHOD_ POLY_ DIV_ SERIES - gr_
method_ GR_ METHOD_ POLY_ DIV_ SERIES_ BASECASE - gr_
method_ GR_ METHOD_ POLY_ EXP_ SERIES - gr_
method_ GR_ METHOD_ POLY_ FACTOR - gr_
method_ GR_ METHOD_ POLY_ GCD - gr_
method_ GR_ METHOD_ POLY_ INV_ SERIES - gr_
method_ GR_ METHOD_ POLY_ INV_ SERIES_ BASECASE - gr_
method_ GR_ METHOD_ POLY_ MULLOW - gr_
method_ GR_ METHOD_ POLY_ ROOTS - gr_
method_ GR_ METHOD_ POLY_ ROOTS_ OTHER - gr_
method_ GR_ METHOD_ POLY_ RSQRT_ SERIES - gr_
method_ GR_ METHOD_ POLY_ SQRT_ SERIES - gr_
method_ GR_ METHOD_ POLY_ TAYLOR_ SHIFT - gr_
method_ GR_ METHOD_ POLY_ XGCD - gr_
method_ GR_ METHOD_ POS_ INF - gr_
method_ GR_ METHOD_ POW - gr_
method_ GR_ METHOD_ POW_ FMPQ - gr_
method_ GR_ METHOD_ POW_ FMPZ - gr_
method_ GR_ METHOD_ POW_ OTHER - gr_
method_ GR_ METHOD_ POW_ SI - gr_
method_ GR_ METHOD_ POW_ UI - gr_
method_ GR_ METHOD_ RANDTEST - gr_
method_ GR_ METHOD_ RANDTEST_ NOT_ ZERO - gr_
method_ GR_ METHOD_ RANDTEST_ SMALL - gr_
method_ GR_ METHOD_ RE - gr_
method_ GR_ METHOD_ RFAC - gr_
method_ GR_ METHOD_ RFAC_ FMPZ - gr_
method_ GR_ METHOD_ RFAC_ UI - gr_
method_ GR_ METHOD_ RFAC_ VEC - gr_
method_ GR_ METHOD_ RGAMMA - gr_
method_ GR_ METHOD_ RIEMANN_ XI - gr_
method_ GR_ METHOD_ RISING - gr_
method_ GR_ METHOD_ RISING_ UI - gr_
method_ GR_ METHOD_ ROOT_ OF_ UNITY_ UI - gr_
method_ GR_ METHOD_ ROOT_ OF_ UNITY_ UI_ VEC - gr_
method_ GR_ METHOD_ ROOT_ UI - gr_
method_ GR_ METHOD_ RSQRT - gr_
method_ GR_ METHOD_ SCALAR_ ADD_ VEC - gr_
method_ GR_ METHOD_ SCALAR_ DIVEXACT_ VEC - gr_
method_ GR_ METHOD_ SCALAR_ DIV_ VEC - gr_
method_ GR_ METHOD_ SCALAR_ MUL_ VEC - gr_
method_ GR_ METHOD_ SCALAR_ OTHER_ ADD_ VEC - gr_
method_ GR_ METHOD_ SCALAR_ OTHER_ DIVEXACT_ VEC - gr_
method_ GR_ METHOD_ SCALAR_ OTHER_ DIV_ VEC - gr_
method_ GR_ METHOD_ SCALAR_ OTHER_ MUL_ VEC - gr_
method_ GR_ METHOD_ SCALAR_ OTHER_ POW_ VEC - gr_
method_ GR_ METHOD_ SCALAR_ OTHER_ SUB_ VEC - gr_
method_ GR_ METHOD_ SCALAR_ POW_ VEC - gr_
method_ GR_ METHOD_ SCALAR_ SUB_ VEC - gr_
method_ GR_ METHOD_ SEC - gr_
method_ GR_ METHOD_ SECH - gr_
method_ GR_ METHOD_ SEC_ PI - gr_
method_ GR_ METHOD_ SET - gr_
method_ GR_ METHOD_ SET_ D - gr_
method_ GR_ METHOD_ SET_ FEXPR - gr_
method_ GR_ METHOD_ SET_ FMPQ - gr_
method_ GR_ METHOD_ SET_ FMPZ - gr_
method_ GR_ METHOD_ SET_ FMPZ_ 2EXP_ FMPZ - gr_
method_ GR_ METHOD_ SET_ FMPZ_ 10EXP_ FMPZ - gr_
method_ GR_ METHOD_ SET_ INTERVAL_ MID_ RAD - gr_
method_ GR_ METHOD_ SET_ OTHER - gr_
method_ GR_ METHOD_ SET_ SHALLOW - gr_
method_ GR_ METHOD_ SET_ SI - gr_
method_ GR_ METHOD_ SET_ STR - gr_
method_ GR_ METHOD_ SET_ UI - gr_
method_ GR_ METHOD_ SGN - gr_
method_ GR_ METHOD_ SIN - gr_
method_ GR_ METHOD_ SINC - gr_
method_ GR_ METHOD_ SINC_ PI - gr_
method_ GR_ METHOD_ SINH - gr_
method_ GR_ METHOD_ SINH_ COSH - gr_
method_ GR_ METHOD_ SINH_ INTEGRAL - gr_
method_ GR_ METHOD_ SIN_ COS - gr_
method_ GR_ METHOD_ SIN_ COS_ PI - gr_
method_ GR_ METHOD_ SIN_ INTEGRAL - gr_
method_ GR_ METHOD_ SIN_ PI - gr_
method_ GR_ METHOD_ SPHERICAL_ Y_ SI - gr_
method_ GR_ METHOD_ SQR - gr_
method_ GR_ METHOD_ SQRT - gr_
method_ GR_ METHOD_ STIELTJES - gr_
method_ GR_ METHOD_ STIRLING_ S1U_ UIUI - gr_
method_ GR_ METHOD_ STIRLING_ S1U_ UI_ VEC - gr_
method_ GR_ METHOD_ STIRLING_ S1_ UIUI - gr_
method_ GR_ METHOD_ STIRLING_ S1_ UI_ VEC - gr_
method_ GR_ METHOD_ STIRLING_ S2_ UIUI - gr_
method_ GR_ METHOD_ STIRLING_ S2_ UI_ VEC - gr_
method_ GR_ METHOD_ SUB - gr_
method_ GR_ METHOD_ SUBMUL - gr_
method_ GR_ METHOD_ SUBMUL_ FMPQ - gr_
method_ GR_ METHOD_ SUBMUL_ FMPZ - gr_
method_ GR_ METHOD_ SUBMUL_ OTHER - gr_
method_ GR_ METHOD_ SUBMUL_ SI - gr_
method_ GR_ METHOD_ SUBMUL_ UI - gr_
method_ GR_ METHOD_ SUB_ FMPQ - gr_
method_ GR_ METHOD_ SUB_ FMPZ - gr_
method_ GR_ METHOD_ SUB_ OTHER - gr_
method_ GR_ METHOD_ SUB_ SI - gr_
method_ GR_ METHOD_ SUB_ UI - gr_
method_ GR_ METHOD_ SWAP - gr_
method_ GR_ METHOD_ TAB_ SIZE - gr_
method_ GR_ METHOD_ TAN - gr_
method_ GR_ METHOD_ TANH - gr_
method_ GR_ METHOD_ TAN_ PI - gr_
method_ GR_ METHOD_ TRUNC - gr_
method_ GR_ METHOD_ UINF - gr_
method_ GR_ METHOD_ UNDEFINED - gr_
method_ GR_ METHOD_ UNKNOWN - gr_
method_ GR_ METHOD_ VEC_ ADD - gr_
method_ GR_ METHOD_ VEC_ ADDMUL_ SCALAR - gr_
method_ GR_ METHOD_ VEC_ ADDMUL_ SCALAR_ SI - gr_
method_ GR_ METHOD_ VEC_ ADD_ OTHER - gr_
method_ GR_ METHOD_ VEC_ ADD_ SCALAR - gr_
method_ GR_ METHOD_ VEC_ ADD_ SCALAR_ FMPQ - gr_
method_ GR_ METHOD_ VEC_ ADD_ SCALAR_ FMPZ - gr_
method_ GR_ METHOD_ VEC_ ADD_ SCALAR_ OTHER - gr_
method_ GR_ METHOD_ VEC_ ADD_ SCALAR_ SI - gr_
method_ GR_ METHOD_ VEC_ ADD_ SCALAR_ UI - gr_
method_ GR_ METHOD_ VEC_ CLEAR - gr_
method_ GR_ METHOD_ VEC_ DIV - gr_
method_ GR_ METHOD_ VEC_ DIVEXACT - gr_
method_ GR_ METHOD_ VEC_ DIVEXACT_ OTHER - gr_
method_ GR_ METHOD_ VEC_ DIVEXACT_ SCALAR - gr_
method_ GR_ METHOD_ VEC_ DIVEXACT_ SCALAR_ FMPQ - gr_
method_ GR_ METHOD_ VEC_ DIVEXACT_ SCALAR_ FMPZ - gr_
method_ GR_ METHOD_ VEC_ DIVEXACT_ SCALAR_ OTHER - gr_
method_ GR_ METHOD_ VEC_ DIVEXACT_ SCALAR_ SI - gr_
method_ GR_ METHOD_ VEC_ DIVEXACT_ SCALAR_ UI - gr_
method_ GR_ METHOD_ VEC_ DIV_ OTHER - gr_
method_ GR_ METHOD_ VEC_ DIV_ SCALAR - gr_
method_ GR_ METHOD_ VEC_ DIV_ SCALAR_ FMPQ - gr_
method_ GR_ METHOD_ VEC_ DIV_ SCALAR_ FMPZ - gr_
method_ GR_ METHOD_ VEC_ DIV_ SCALAR_ OTHER - gr_
method_ GR_ METHOD_ VEC_ DIV_ SCALAR_ SI - gr_
method_ GR_ METHOD_ VEC_ DIV_ SCALAR_ UI - gr_
method_ GR_ METHOD_ VEC_ DOT - gr_
method_ GR_ METHOD_ VEC_ DOT_ FMPZ - gr_
method_ GR_ METHOD_ VEC_ DOT_ REV - gr_
method_ GR_ METHOD_ VEC_ DOT_ SI - gr_
method_ GR_ METHOD_ VEC_ DOT_ UI - gr_
method_ GR_ METHOD_ VEC_ EQUAL - gr_
method_ GR_ METHOD_ VEC_ INIT - gr_
method_ GR_ METHOD_ VEC_ IS_ ZERO - gr_
method_ GR_ METHOD_ VEC_ MUL - gr_
method_ GR_ METHOD_ VEC_ MUL_ OTHER - gr_
method_ GR_ METHOD_ VEC_ MUL_ SCALAR - gr_
method_ GR_ METHOD_ VEC_ MUL_ SCALAR_ 2EXP_ FMPZ - gr_
method_ GR_ METHOD_ VEC_ MUL_ SCALAR_ 2EXP_ SI - gr_
method_ GR_ METHOD_ VEC_ MUL_ SCALAR_ FMPQ - gr_
method_ GR_ METHOD_ VEC_ MUL_ SCALAR_ FMPZ - gr_
method_ GR_ METHOD_ VEC_ MUL_ SCALAR_ OTHER - gr_
method_ GR_ METHOD_ VEC_ MUL_ SCALAR_ SI - gr_
method_ GR_ METHOD_ VEC_ MUL_ SCALAR_ UI - gr_
method_ GR_ METHOD_ VEC_ NEG - gr_
method_ GR_ METHOD_ VEC_ NORMALISE - gr_
method_ GR_ METHOD_ VEC_ NORMALISE_ WEAK - gr_
method_ GR_ METHOD_ VEC_ POW - gr_
method_ GR_ METHOD_ VEC_ POW_ OTHER - gr_
method_ GR_ METHOD_ VEC_ POW_ SCALAR - gr_
method_ GR_ METHOD_ VEC_ POW_ SCALAR_ FMPQ - gr_
method_ GR_ METHOD_ VEC_ POW_ SCALAR_ FMPZ - gr_
method_ GR_ METHOD_ VEC_ POW_ SCALAR_ OTHER - gr_
method_ GR_ METHOD_ VEC_ POW_ SCALAR_ SI - gr_
method_ GR_ METHOD_ VEC_ POW_ SCALAR_ UI - gr_
method_ GR_ METHOD_ VEC_ PRODUCT - gr_
method_ GR_ METHOD_ VEC_ RECIPROCALS - gr_
method_ GR_ METHOD_ VEC_ SET - gr_
method_ GR_ METHOD_ VEC_ SET_ POWERS - gr_
method_ GR_ METHOD_ VEC_ SUB - gr_
method_ GR_ METHOD_ VEC_ SUBMUL_ SCALAR - gr_
method_ GR_ METHOD_ VEC_ SUBMUL_ SCALAR_ SI - gr_
method_ GR_ METHOD_ VEC_ SUB_ OTHER - gr_
method_ GR_ METHOD_ VEC_ SUB_ SCALAR - gr_
method_ GR_ METHOD_ VEC_ SUB_ SCALAR_ FMPQ - gr_
method_ GR_ METHOD_ VEC_ SUB_ SCALAR_ FMPZ - gr_
method_ GR_ METHOD_ VEC_ SUB_ SCALAR_ OTHER - gr_
method_ GR_ METHOD_ VEC_ SUB_ SCALAR_ SI - gr_
method_ GR_ METHOD_ VEC_ SUB_ SCALAR_ UI - gr_
method_ GR_ METHOD_ VEC_ SUM - gr_
method_ GR_ METHOD_ VEC_ SWAP - gr_
method_ GR_ METHOD_ VEC_ ZERO - gr_
method_ GR_ METHOD_ WEIERSTRASS_ P - gr_
method_ GR_ METHOD_ WEIERSTRASS_ P_ INV - gr_
method_ GR_ METHOD_ WEIERSTRASS_ P_ PRIME - gr_
method_ GR_ METHOD_ WEIERSTRASS_ SIGMA - gr_
method_ GR_ METHOD_ WEIERSTRASS_ ZETA - gr_
method_ GR_ METHOD_ WRITE - gr_
method_ GR_ METHOD_ WRITE_ N - gr_
method_ GR_ METHOD_ ZERO - gr_
method_ GR_ METHOD_ ZETA - gr_
method_ GR_ METHOD_ ZETA_ NZEROS - gr_
method_ GR_ METHOD_ ZETA_ UI - gr_
method_ GR_ METHOD_ ZETA_ ZERO - gr_
method_ GR_ METHOD_ ZETA_ ZERO_ VEC - gr_
method__ GR_ METHOD_ LENGTH - gr_
which_ structure_ GR_ CTX_ CC_ ACB - gr_
which_ structure_ GR_ CTX_ CC_ CA - gr_
which_ structure_ GR_ CTX_ COMPLEX_ ALGEBRAIC_ CA - gr_
which_ structure_ GR_ CTX_ COMPLEX_ ALGEBRAIC_ QQBAR - gr_
which_ structure_ GR_ CTX_ COMPLEX_ EXTENDED_ CA - gr_
which_ structure_ GR_ CTX_ COMPLEX_ FLOAT_ ACF - gr_
which_ structure_ GR_ CTX_ DIRICHLET_ GROUP - gr_
which_ structure_ GR_ CTX_ FEXPR - gr_
which_ structure_ GR_ CTX_ FMPQ - gr_
which_ structure_ GR_ CTX_ FMPQ_ POLY - gr_
which_ structure_ GR_ CTX_ FMPZ - gr_
which_ structure_ GR_ CTX_ FMPZI - gr_
which_ structure_ GR_ CTX_ FMPZ_ MOD - gr_
which_ structure_ GR_ CTX_ FMPZ_ MPOLY - gr_
which_ structure_ GR_ CTX_ FMPZ_ MPOLY_ Q - gr_
which_ structure_ GR_ CTX_ FMPZ_ POLY - gr_
which_ structure_ GR_ CTX_ FQ - gr_
which_ structure_ GR_ CTX_ FQ_ NMOD - gr_
which_ structure_ GR_ CTX_ FQ_ ZECH - gr_
which_ structure_ GR_ CTX_ GR_ MAT - gr_
which_ structure_ GR_ CTX_ GR_ MPOLY - gr_
which_ structure_ GR_ CTX_ GR_ POLY - gr_
which_ structure_ GR_ CTX_ GR_ SERIES - gr_
which_ structure_ GR_ CTX_ GR_ VEC - gr_
which_ structure_ GR_ CTX_ MPN_ MOD - gr_
which_ structure_ GR_ CTX_ NF - gr_
which_ structure_ GR_ CTX_ NFLOAT - gr_
which_ structure_ GR_ CTX_ NFLOAT_ COMPLEX - gr_
which_ structure_ GR_ CTX_ NMOD - gr_
which_ structure_ GR_ CTX_ NMOD8 - gr_
which_ structure_ GR_ CTX_ NMOD32 - gr_
which_ structure_ GR_ CTX_ PERM - gr_
which_ structure_ GR_ CTX_ PSL2Z - gr_
which_ structure_ GR_ CTX_ REAL_ ALGEBRAIC_ CA - gr_
which_ structure_ GR_ CTX_ REAL_ ALGEBRAIC_ QQBAR - gr_
which_ structure_ GR_ CTX_ REAL_ FLOAT_ ARF - gr_
which_ structure_ GR_ CTX_ RR_ ARB - gr_
which_ structure_ GR_ CTX_ RR_ CA - gr_
which_ structure_ GR_ CTX_ SERIES_ MOD_ GR_ POLY - gr_
which_ structure_ GR_ CTX_ UNKNOWN_ DOMAIN - gr_
which_ structure_ GR_ CTX_ WHICH_ STRUCTURE_ TAB_ SIZE - gram_
type_ APPROX - gram_
type_ EXACT - nmod_
gcds_ ret_ t_ nmod_ gcds_ eval_ gcd_ deg_ too_ high - nmod_
gcds_ ret_ t_ nmod_ gcds_ eval_ point_ not_ found - nmod_
gcds_ ret_ t_ nmod_ gcds_ form_ main_ degree_ too_ high - nmod_
gcds_ ret_ t_ nmod_ gcds_ form_ wrong - nmod_
gcds_ ret_ t_ nmod_ gcds_ no_ solution - nmod_
gcds_ ret_ t_ nmod_ gcds_ scales_ not_ found - nmod_
gcds_ ret_ t_ nmod_ gcds_ success - ordering_
t_ ORD_ DEGLEX - ordering_
t_ ORD_ DEGREVLEX - ordering_
t_ ORD_ LEX - padic_
print_ mode_ PADIC_ SERIES - padic_
print_ mode_ PADIC_ TERSE - padic_
print_ mode_ PADIC_ VAL_ UNIT - primality_
test_ status_ COMPOSITE - primality_
test_ status_ PRIME - primality_
test_ status_ PROBABPRIME - primality_
test_ status_ UNKNOWN - rep_
type_ GRAM - rep_
type_ Z_ BASIS - truth_
t_ T_ FALSE - truth_
t_ T_ TRUE - truth_
t_ T_ UNKNOWN
Statics§
- _bernoulli_
numer_ ⚠small - _flint_
prime_ ⚠inverses - _flint_
primes ⚠ - _flint_
primes_ ⚠used - arb_
atan_ ⚠gauss_ tab - arb_
atan_ ⚠pi2_ minus_ one - arb_
atan_ ⚠tab1 - arb_
atan_ ⚠tab21 - arb_
atan_ ⚠tab22 - arb_
calc_ ⚠verbose - arb_
exp_ ⚠tab1 - arb_
exp_ ⚠tab21 - arb_
exp_ ⚠tab22 - arb_
hypgeom_ ⚠gamma_ coeffs - arb_
log_ ⚠log2_ tab - arb_
log_ ⚠p_ tab - arb_
log_ ⚠tab11 - arb_
log_ ⚠tab12 - arb_
log_ ⚠tab21 - arb_
log_ ⚠tab22 - arb_
pi4_ ⚠tab - arb_
sin_ ⚠cos_ tab1 - arb_
sin_ ⚠cos_ tab21 - arb_
sin_ ⚠cos_ tab22 - bell_
number_ ⚠tab - bernoulli_
cache ⚠ - bernoulli_
cache_ ⚠num - clock_
accum ⚠ - clock_
last ⚠ - euler_
number_ ⚠small - fexpr_
builtin_ ⚠table - flint_
primes_ ⚠small - flint_
version ⚠ - global_
thread_ ⚠pool - global_
thread_ ⚠pool_ initialized - partitions_
lookup ⚠ - qsieve_
tune ⚠
Functions§
- FLINT_
BIT_ ⚠COUNT - FQ_
MAT_ ⚠MUL_ KS_ CUTOFF - FQ_
NMOD_ ⚠MAT_ MUL_ KS_ CUTOFF - FQ_
NMOD_ ⚠POLY_ ITERATED_ FROBENIUS_ CUTOFF - FQ_
POLY_ ⚠ITERATED_ FROBENIUS_ CUTOFF - FQ_
ZECH_ ⚠MAT_ MUL_ KS_ CUTOFF - FQ_
ZECH_ ⚠POLY_ ITERATED_ FROBENIUS_ CUTOFF - _acb_
dft_ ⚠bluestein_ init - _acb_
dft_ ⚠crt_ init - _acb_
dft_ ⚠cyc_ init - _acb_
dft_ ⚠cyc_ init_ z_ fac - _acb_
dft_ ⚠naive - _acb_
dft_ ⚠naive_ init - _acb_
dft_ ⚠precomp_ init - _acb_
dft_ ⚠rad2_ init - _acb_
dft_ ⚠steps_ prod - _acb_
dirichlet_ ⚠definite_ hardy_ z - _acb_
dirichlet_ ⚠euler_ product_ real_ ui - _acb_
dirichlet_ ⚠exact_ zeta_ nzeros - _acb_
dirichlet_ ⚠hardy_ theta_ series - _acb_
dirichlet_ ⚠hardy_ z_ series - _acb_
dirichlet_ ⚠isolate_ gram_ hardy_ z_ zero - _acb_
dirichlet_ ⚠isolate_ rosser_ hardy_ z_ zero - _acb_
dirichlet_ ⚠isolate_ turing_ hardy_ z_ zero - _acb_
dirichlet_ ⚠l_ series - _acb_
dirichlet_ ⚠platt_ local_ hardy_ z_ zeros - _acb_
dirichlet_ ⚠refine_ hardy_ z_ zero - _acb_
dirichlet_ ⚠theta_ argument_ at_ arb - _acb_
elliptic_ ⚠k_ series - _acb_
elliptic_ ⚠p_ series - _acb_
hypgeom_ ⚠airy_ series - _acb_
hypgeom_ ⚠beta_ lower_ series - _acb_
hypgeom_ ⚠chi_ series - _acb_
hypgeom_ ⚠ci_ series - _acb_
hypgeom_ ⚠coulomb_ series - _acb_
hypgeom_ ⚠ei_ series - _acb_
hypgeom_ ⚠erf_ series - _acb_
hypgeom_ ⚠erfc_ series - _acb_
hypgeom_ ⚠erfi_ series - _acb_
hypgeom_ ⚠fresnel_ series - _acb_
hypgeom_ ⚠gamma_ lower_ series - _acb_
hypgeom_ ⚠gamma_ upper_ series - _acb_
hypgeom_ ⚠li_ series - _acb_
hypgeom_ ⚠shi_ series - _acb_
hypgeom_ ⚠si_ series - _acb_
mat_ ⚠charpoly - _acb_
mat_ ⚠companion - _acb_
mat_ ⚠diag_ prod - _acb_
mat_ ⚠vector_ mul_ col - _acb_
mat_ ⚠vector_ mul_ row - _acb_
modular_ ⚠mul - _acb_
modular_ ⚠theta_ series - _acb_
poly_ ⚠acb_ invpow_ cpx - _acb_
poly_ ⚠acb_ pow_ cpx - _acb_
poly_ ⚠add - _acb_
poly_ ⚠agm1_ series - _acb_
poly_ ⚠atan_ series - _acb_
poly_ ⚠binomial_ pow_ acb_ series - _acb_
poly_ ⚠binomial_ transform - _acb_
poly_ ⚠binomial_ transform_ basecase - _acb_
poly_ ⚠binomial_ transform_ convolution - _acb_
poly_ ⚠borel_ transform - _acb_
poly_ ⚠compose - _acb_
poly_ ⚠compose_ series - _acb_
poly_ ⚠cos_ pi_ series - _acb_
poly_ ⚠cos_ series - _acb_
poly_ ⚠cosh_ series - _acb_
poly_ ⚠cot_ pi_ series - _acb_
poly_ ⚠derivative - _acb_
poly_ ⚠digamma_ series - _acb_
poly_ ⚠div - _acb_
poly_ ⚠div_ root - _acb_
poly_ ⚠div_ series - _acb_
poly_ ⚠divrem - _acb_
poly_ ⚠elliptic_ k_ series - _acb_
poly_ ⚠elliptic_ p_ series - _acb_
poly_ ⚠erf_ series - _acb_
poly_ ⚠evaluate - _acb_
poly_ ⚠evaluate2 - _acb_
poly_ ⚠evaluate2_ horner - _acb_
poly_ ⚠evaluate2_ rectangular - _acb_
poly_ ⚠evaluate_ horner - _acb_
poly_ ⚠evaluate_ rectangular - _acb_
poly_ ⚠evaluate_ vec_ fast - _acb_
poly_ ⚠evaluate_ vec_ fast_ precomp - _acb_
poly_ ⚠evaluate_ vec_ iter - _acb_
poly_ ⚠exp_ pi_ i_ series - _acb_
poly_ ⚠exp_ series - _acb_
poly_ ⚠exp_ series_ basecase - _acb_
poly_ ⚠find_ roots - _acb_
poly_ ⚠gamma_ series - _acb_
poly_ ⚠graeffe_ transform - _acb_
poly_ ⚠integral - _acb_
poly_ ⚠interpolate_ barycentric - _acb_
poly_ ⚠interpolate_ fast - _acb_
poly_ ⚠interpolate_ fast_ precomp - _acb_
poly_ ⚠interpolate_ newton - _acb_
poly_ ⚠interpolation_ weights - _acb_
poly_ ⚠inv_ borel_ transform - _acb_
poly_ ⚠inv_ series - _acb_
poly_ ⚠lambertw_ series - _acb_
poly_ ⚠lgamma_ series - _acb_
poly_ ⚠log1p_ series - _acb_
poly_ ⚠log_ series - _acb_
poly_ ⚠majorant - _acb_
poly_ ⚠mul - _acb_
poly_ ⚠mul_ monic - _acb_
poly_ ⚠mullow - _acb_
poly_ ⚠mullow_ classical - _acb_
poly_ ⚠mullow_ cpx - _acb_
poly_ ⚠mullow_ transpose - _acb_
poly_ ⚠mullow_ transpose_ gauss - _acb_
poly_ ⚠normalise - _acb_
poly_ ⚠nth_ derivative - _acb_
poly_ ⚠overlaps - _acb_
poly_ ⚠polylog_ cpx - _acb_
poly_ ⚠polylog_ cpx_ small - _acb_
poly_ ⚠polylog_ cpx_ zeta - _acb_
poly_ ⚠polylog_ series - _acb_
poly_ ⚠pow_ acb_ series - _acb_
poly_ ⚠pow_ series - _acb_
poly_ ⚠pow_ ui - _acb_
poly_ ⚠pow_ ui_ trunc_ binexp - _acb_
poly_ ⚠powsum_ one_ series_ sieved - _acb_
poly_ ⚠powsum_ series_ naive - _acb_
poly_ ⚠powsum_ series_ naive_ threaded - _acb_
poly_ ⚠product_ roots - _acb_
poly_ ⚠rem - _acb_
poly_ ⚠reverse - _acb_
poly_ ⚠revert_ series - _acb_
poly_ ⚠rgamma_ series - _acb_
poly_ ⚠rising_ ui_ series - _acb_
poly_ ⚠root_ bound_ fujiwara - _acb_
poly_ ⚠root_ inclusion - _acb_
poly_ ⚠rsqrt_ series - _acb_
poly_ ⚠set_ length - _acb_
poly_ ⚠shift_ left - _acb_
poly_ ⚠shift_ right - _acb_
poly_ ⚠sin_ cos_ pi_ series - _acb_
poly_ ⚠sin_ cos_ series - _acb_
poly_ ⚠sin_ pi_ series - _acb_
poly_ ⚠sin_ series - _acb_
poly_ ⚠sinc_ pi_ series - _acb_
poly_ ⚠sinc_ series - _acb_
poly_ ⚠sinh_ cosh_ series - _acb_
poly_ ⚠sinh_ cosh_ series_ basecase - _acb_
poly_ ⚠sinh_ cosh_ series_ exponential - _acb_
poly_ ⚠sinh_ series - _acb_
poly_ ⚠sqrt_ series - _acb_
poly_ ⚠sub - _acb_
poly_ ⚠tan_ series - _acb_
poly_ ⚠taylor_ shift - _acb_
poly_ ⚠tree_ alloc - _acb_
poly_ ⚠tree_ build - _acb_
poly_ ⚠tree_ free - _acb_
poly_ ⚠validate_ real_ roots - _acb_
poly_ ⚠validate_ roots - _acb_
poly_ ⚠zeta_ cpx_ series - _acb_
poly_ ⚠zeta_ em_ bound - _acb_
poly_ ⚠zeta_ em_ bound1 - _acb_
poly_ ⚠zeta_ em_ choose_ param - _acb_
poly_ ⚠zeta_ em_ sum - _acb_
poly_ ⚠zeta_ em_ tail_ bsplit - _acb_
poly_ ⚠zeta_ em_ tail_ naive - _acb_
poly_ ⚠zeta_ series - _acb_
vec_ ⚠add - _acb_
vec_ ⚠add_ error_ arf_ vec - _acb_
vec_ ⚠add_ error_ mag_ vec - _acb_
vec_ ⚠allocated_ bytes - _acb_
vec_ ⚠bits - _acb_
vec_ ⚠clear - _acb_
vec_ ⚠contains - _acb_
vec_ ⚠entry_ ptr - _acb_
vec_ ⚠equal - _acb_
vec_ ⚠estimate_ allocated_ bytes - _acb_
vec_ ⚠get_ imag - _acb_
vec_ ⚠get_ real - _acb_
vec_ ⚠get_ unique_ fmpz_ vec - _acb_
vec_ ⚠indeterminate - _acb_
vec_ ⚠init - _acb_
vec_ ⚠is_ finite - _acb_
vec_ ⚠is_ real - _acb_
vec_ ⚠is_ zero - _acb_
vec_ ⚠kronecker_ mul - _acb_
vec_ ⚠kronecker_ mul_ step - _acb_
vec_ ⚠neg - _acb_
vec_ ⚠overlaps - _acb_
vec_ ⚠printd - _acb_
vec_ ⚠printn - _acb_
vec_ ⚠scalar_ addmul - _acb_
vec_ ⚠scalar_ div - _acb_
vec_ ⚠scalar_ div_ arb - _acb_
vec_ ⚠scalar_ div_ fmpz - _acb_
vec_ ⚠scalar_ div_ ui - _acb_
vec_ ⚠scalar_ mul - _acb_
vec_ ⚠scalar_ mul_ 2exp_ si - _acb_
vec_ ⚠scalar_ mul_ arb - _acb_
vec_ ⚠scalar_ mul_ fmpz - _acb_
vec_ ⚠scalar_ mul_ onei - _acb_
vec_ ⚠scalar_ mul_ ui - _acb_
vec_ ⚠scalar_ submul - _acb_
vec_ ⚠set - _acb_
vec_ ⚠set_ powers - _acb_
vec_ ⚠set_ real_ imag - _acb_
vec_ ⚠set_ round - _acb_
vec_ ⚠sort_ pretty - _acb_
vec_ ⚠sqr - _acb_
vec_ ⚠sub - _acb_
vec_ ⚠swap - _acb_
vec_ ⚠trim - _acb_
vec_ ⚠unit_ roots - _acb_
vec_ ⚠zero - _acf_
vec_ ⚠clear - _acf_
vec_ ⚠init - _aprcl_
is_ ⚠gausspower_ 2q_ equal_ first - _aprcl_
is_ ⚠gausspower_ 2q_ equal_ second - _aprcl_
is_ ⚠gausspower_ from_ unity_ p - _aprcl_
is_ ⚠prime_ gauss - _aprcl_
is_ ⚠prime_ jacobi - _aprcl_
is_ ⚠prime_ jacobi_ additional_ test - _aprcl_
is_ ⚠prime_ jacobi_ check_ 2k - _aprcl_
is_ ⚠prime_ jacobi_ check_ 21 - _aprcl_
is_ ⚠prime_ jacobi_ check_ 22 - _aprcl_
is_ ⚠prime_ jacobi_ check_ pk - _aprcl_
p_ ⚠ind - _arb_
atan_ ⚠gauss_ p_ cache_ vec - _arb_
atan_ ⚠gauss_ p_ ensure_ cached - _arb_
atan_ ⚠sum_ bs_ powtab - _arb_
atan_ ⚠sum_ bs_ simple - _arb_
atan_ ⚠taylor_ naive - _arb_
atan_ ⚠taylor_ rs - _arb_
cos_ ⚠pi_ fmpq_ algebraic - _arb_
digits_ ⚠round_ inplace - _arb_
exp_ ⚠sum_ bs_ powtab - _arb_
exp_ ⚠sum_ bs_ simple - _arb_
exp_ ⚠taylor_ bound - _arb_
exp_ ⚠taylor_ naive - _arb_
exp_ ⚠taylor_ rs - _arb_
fmpz_ ⚠poly_ evaluate_ acb - _arb_
fmpz_ ⚠poly_ evaluate_ acb_ horner - _arb_
fmpz_ ⚠poly_ evaluate_ acb_ rectangular - _arb_
fmpz_ ⚠poly_ evaluate_ arb - _arb_
fmpz_ ⚠poly_ evaluate_ arb_ horner - _arb_
fmpz_ ⚠poly_ evaluate_ arb_ rectangular - _arb_
gamma_ ⚠upper_ fmpq_ step_ bsplit - _arb_
get_ ⚠mpn_ fixed_ mod_ log2 - _arb_
get_ ⚠mpn_ fixed_ mod_ pi4 - _arb_
hypgeom_ ⚠airy_ series - _arb_
hypgeom_ ⚠beta_ lower_ series - _arb_
hypgeom_ ⚠chi_ series - _arb_
hypgeom_ ⚠ci_ 2f3 - _arb_
hypgeom_ ⚠ci_ asymp - _arb_
hypgeom_ ⚠ci_ series - _arb_
hypgeom_ ⚠coulomb_ series - _arb_
hypgeom_ ⚠ei_ series - _arb_
hypgeom_ ⚠erf_ series - _arb_
hypgeom_ ⚠erfc_ series - _arb_
hypgeom_ ⚠erfi_ series - _arb_
hypgeom_ ⚠fresnel_ series - _arb_
hypgeom_ ⚠gamma_ coeff_ shallow - _arb_
hypgeom_ ⚠gamma_ lower_ fmpq_ 0_ bsplit - _arb_
hypgeom_ ⚠gamma_ lower_ fmpq_ 0_ choose_ N - _arb_
hypgeom_ ⚠gamma_ lower_ series - _arb_
hypgeom_ ⚠gamma_ lower_ sum_ rs_ 1 - _arb_
hypgeom_ ⚠gamma_ stirling_ term_ bounds - _arb_
hypgeom_ ⚠gamma_ upper_ fmpq_ inf_ bsplit - _arb_
hypgeom_ ⚠gamma_ upper_ fmpq_ inf_ choose_ N - _arb_
hypgeom_ ⚠gamma_ upper_ series - _arb_
hypgeom_ ⚠gamma_ upper_ singular_ si_ bsplit - _arb_
hypgeom_ ⚠gamma_ upper_ singular_ si_ choose_ N - _arb_
hypgeom_ ⚠gamma_ upper_ sum_ rs_ 1 - _arb_
hypgeom_ ⚠li_ series - _arb_
hypgeom_ ⚠rising_ coeffs_ 1 - _arb_
hypgeom_ ⚠rising_ coeffs_ 2 - _arb_
hypgeom_ ⚠rising_ coeffs_ fmpz - _arb_
hypgeom_ ⚠shi_ series - _arb_
hypgeom_ ⚠si_ 1f2 - _arb_
hypgeom_ ⚠si_ asymp - _arb_
hypgeom_ ⚠si_ series - _arb_
log_ ⚠p_ cache_ vec - _arb_
log_ ⚠p_ ensure_ cached - _arb_
mat_ ⚠addmul_ rad_ mag_ fast - _arb_
mat_ ⚠charpoly - _arb_
mat_ ⚠cholesky_ banachiewicz - _arb_
mat_ ⚠companion - _arb_
mat_ ⚠diag_ prod - _arb_
mat_ ⚠ldl_ golub_ and_ van_ loan - _arb_
mat_ ⚠ldl_ inplace - _arb_
mat_ ⚠vector_ mul_ col - _arb_
mat_ ⚠vector_ mul_ row - _arb_
mpn_ ⚠leading_ zeros - _arb_
poly_ ⚠acos_ series - _arb_
poly_ ⚠add - _arb_
poly_ ⚠asin_ series - _arb_
poly_ ⚠atan_ series - _arb_
poly_ ⚠binomial_ pow_ arb_ series - _arb_
poly_ ⚠binomial_ transform - _arb_
poly_ ⚠binomial_ transform_ basecase - _arb_
poly_ ⚠binomial_ transform_ convolution - _arb_
poly_ ⚠borel_ transform - _arb_
poly_ ⚠compose - _arb_
poly_ ⚠compose_ series - _arb_
poly_ ⚠cos_ pi_ series - _arb_
poly_ ⚠cos_ series - _arb_
poly_ ⚠cosh_ series - _arb_
poly_ ⚠cot_ pi_ series - _arb_
poly_ ⚠derivative - _arb_
poly_ ⚠digamma_ series - _arb_
poly_ ⚠div - _arb_
poly_ ⚠div_ root - _arb_
poly_ ⚠div_ series - _arb_
poly_ ⚠divrem - _arb_
poly_ ⚠evaluate - _arb_
poly_ ⚠evaluate2 - _arb_
poly_ ⚠evaluate2_ acb - _arb_
poly_ ⚠evaluate2_ acb_ horner - _arb_
poly_ ⚠evaluate2_ acb_ rectangular - _arb_
poly_ ⚠evaluate2_ horner - _arb_
poly_ ⚠evaluate2_ rectangular - _arb_
poly_ ⚠evaluate_ acb - _arb_
poly_ ⚠evaluate_ acb_ horner - _arb_
poly_ ⚠evaluate_ acb_ rectangular - _arb_
poly_ ⚠evaluate_ horner - _arb_
poly_ ⚠evaluate_ rectangular - _arb_
poly_ ⚠evaluate_ vec_ fast - _arb_
poly_ ⚠evaluate_ vec_ fast_ precomp - _arb_
poly_ ⚠evaluate_ vec_ iter - _arb_
poly_ ⚠exp_ series - _arb_
poly_ ⚠exp_ series_ basecase - _arb_
poly_ ⚠gamma_ series - _arb_
poly_ ⚠graeffe_ transform - _arb_
poly_ ⚠integral - _arb_
poly_ ⚠interpolate_ barycentric - _arb_
poly_ ⚠interpolate_ fast - _arb_
poly_ ⚠interpolate_ fast_ precomp - _arb_
poly_ ⚠interpolate_ newton - _arb_
poly_ ⚠interpolation_ weights - _arb_
poly_ ⚠inv_ borel_ transform - _arb_
poly_ ⚠inv_ series - _arb_
poly_ ⚠lambertw_ series - _arb_
poly_ ⚠lgamma_ series - _arb_
poly_ ⚠log1p_ series - _arb_
poly_ ⚠log_ series - _arb_
poly_ ⚠majorant - _arb_
poly_ ⚠mul - _arb_
poly_ ⚠mul_ monic - _arb_
poly_ ⚠mullow - _arb_
poly_ ⚠mullow_ block - _arb_
poly_ ⚠mullow_ classical - _arb_
poly_ ⚠newton_ convergence_ factor - _arb_
poly_ ⚠newton_ refine_ root - _arb_
poly_ ⚠newton_ step - _arb_
poly_ ⚠normalise - _arb_
poly_ ⚠nth_ derivative - _arb_
poly_ ⚠overlaps - _arb_
poly_ ⚠pow_ arb_ series - _arb_
poly_ ⚠pow_ series - _arb_
poly_ ⚠pow_ ui - _arb_
poly_ ⚠pow_ ui_ trunc_ binexp - _arb_
poly_ ⚠product_ roots - _arb_
poly_ ⚠product_ roots_ complex - _arb_
poly_ ⚠rem - _arb_
poly_ ⚠reverse - _arb_
poly_ ⚠revert_ series - _arb_
poly_ ⚠rgamma_ series - _arb_
poly_ ⚠riemann_ siegel_ theta_ series - _arb_
poly_ ⚠riemann_ siegel_ z_ series - _arb_
poly_ ⚠rising_ ui_ series - _arb_
poly_ ⚠root_ bound_ fujiwara - _arb_
poly_ ⚠rsqrt_ series - _arb_
poly_ ⚠set_ length - _arb_
poly_ ⚠shift_ left - _arb_
poly_ ⚠shift_ right - _arb_
poly_ ⚠sin_ cos_ pi_ series - _arb_
poly_ ⚠sin_ cos_ series - _arb_
poly_ ⚠sin_ pi_ series - _arb_
poly_ ⚠sin_ series - _arb_
poly_ ⚠sinc_ pi_ series - _arb_
poly_ ⚠sinc_ series - _arb_
poly_ ⚠sinh_ cosh_ series - _arb_
poly_ ⚠sinh_ cosh_ series_ basecase - _arb_
poly_ ⚠sinh_ cosh_ series_ exponential - _arb_
poly_ ⚠sinh_ series - _arb_
poly_ ⚠sqrt_ series - _arb_
poly_ ⚠sub - _arb_
poly_ ⚠swinnerton_ dyer_ ui - _arb_
poly_ ⚠swinnerton_ dyer_ ui_ prec - _arb_
poly_ ⚠tan_ series - _arb_
poly_ ⚠taylor_ shift - _arb_
poly_ ⚠tree_ alloc - _arb_
poly_ ⚠tree_ build - _arb_
poly_ ⚠tree_ free - _arb_
poly_ ⚠zeta_ series - _arb_
sin_ ⚠cos_ generic - _arb_
sin_ ⚠cos_ pi_ fmpq_ algebraic - _arb_
sin_ ⚠cos_ taylor_ naive - _arb_
sin_ ⚠cos_ taylor_ rs - _arb_
sin_ ⚠cos_ wide - _arb_
sin_ ⚠pi_ fmpq_ algebraic - _arb_
vec_ ⚠add - _arb_
vec_ ⚠add_ error_ arf_ vec - _arb_
vec_ ⚠add_ error_ mag_ vec - _arb_
vec_ ⚠allocated_ bytes - _arb_
vec_ ⚠bits - _arb_
vec_ ⚠clear - _arb_
vec_ ⚠contains - _arb_
vec_ ⚠entry_ ptr - _arb_
vec_ ⚠equal - _arb_
vec_ ⚠estimate_ allocated_ bytes - _arb_
vec_ ⚠get_ mag - _arb_
vec_ ⚠get_ unique_ fmpz_ vec - _arb_
vec_ ⚠indeterminate - _arb_
vec_ ⚠init - _arb_
vec_ ⚠is_ finite - _arb_
vec_ ⚠is_ zero - _arb_
vec_ ⚠neg - _arb_
vec_ ⚠overlaps - _arb_
vec_ ⚠printd - _arb_
vec_ ⚠printn - _arb_
vec_ ⚠scalar_ addmul - _arb_
vec_ ⚠scalar_ div - _arb_
vec_ ⚠scalar_ mul - _arb_
vec_ ⚠scalar_ mul_ 2exp_ si - _arb_
vec_ ⚠scalar_ mul_ fmpz - _arb_
vec_ ⚠set - _arb_
vec_ ⚠set_ powers - _arb_
vec_ ⚠set_ round - _arb_
vec_ ⚠sub - _arb_
vec_ ⚠swap - _arb_
vec_ ⚠trim - _arb_
vec_ ⚠zero - _arf_
add_ ⚠mpn - _arf_
add_ ⚠tmp_ cleanup - _arf_
demote ⚠ - _arf_
get_ ⚠integer_ mpn - _arf_
interval_ ⚠vec_ clear - _arf_
interval_ ⚠vec_ init - _arf_
mul_ ⚠tmp_ cleanup - _arf_
promote ⚠ - _arf_
set_ ⚠mpn_ fixed - _arf_
set_ ⚠round_ mpn - _arf_
set_ ⚠round_ ui - _arf_
set_ ⚠round_ uiui - _arf_
vec_ ⚠clear - _arf_
vec_ ⚠init - _arith_
bernoulli_ ⚠number - _arith_
bernoulli_ ⚠number_ vec - _arith_
bernoulli_ ⚠number_ vec_ multi_ mod - _arith_
bernoulli_ ⚠number_ vec_ recursive - _arith_
harmonic_ ⚠number - _bernoulli_
fmpq_ ⚠ui - _bernoulli_
fmpq_ ⚠ui_ multi_ mod - _bernoulli_
fmpq_ ⚠ui_ zeta - _ca_
ctx_ ⚠get_ field_ const - _ca_
ctx_ ⚠get_ field_ fx - _ca_
ctx_ ⚠get_ field_ fxy - _ca_
function_ ⚠fx - _ca_
function_ ⚠fxy - _ca_
make_ ⚠field_ element - _ca_
make_ ⚠fmpq - _ca_
mat_ ⚠ca_ poly_ evaluate - _ca_
mat_ ⚠charpoly - _ca_
mat_ ⚠charpoly_ berkowitz - _ca_
mat_ ⚠charpoly_ danilevsky - _ca_
mat_ ⚠same_ field - _ca_
mat_ ⚠same_ field2 - _ca_
mat_ ⚠swap_ rows - _ca_
mpoly_ ⚠q_ reduce_ ideal - _ca_
mpoly_ ⚠q_ simplify_ fraction_ ideal - _ca_
poly_ ⚠add - _ca_
poly_ ⚠check_ equal - _ca_
poly_ ⚠compose - _ca_
poly_ ⚠derivative - _ca_
poly_ ⚠div_ series - _ca_
poly_ ⚠divrem - _ca_
poly_ ⚠divrem_ basecase - _ca_
poly_ ⚠evaluate - _ca_
poly_ ⚠evaluate_ horner - _ca_
poly_ ⚠exp_ series - _ca_
poly_ ⚠gcd - _ca_
poly_ ⚠gcd_ euclidean - _ca_
poly_ ⚠integral - _ca_
poly_ ⚠inv_ series - _ca_
poly_ ⚠log_ series - _ca_
poly_ ⚠mul - _ca_
poly_ ⚠mullow - _ca_
poly_ ⚠mullow_ same_ nf - _ca_
poly_ ⚠normalise - _ca_
poly_ ⚠pow_ ui - _ca_
poly_ ⚠pow_ ui_ trunc - _ca_
poly_ ⚠reverse - _ca_
poly_ ⚠roots - _ca_
poly_ ⚠set_ length - _ca_
poly_ ⚠set_ roots - _ca_
poly_ ⚠shift_ left - _ca_
poly_ ⚠shift_ right - _ca_
poly_ ⚠sub - _ca_
poly_ ⚠vec_ clear - _ca_
poly_ ⚠vec_ fit_ length - _ca_
poly_ ⚠vec_ init - _ca_
vec_ ⚠add - _ca_
vec_ ⚠check_ is_ zero - _ca_
vec_ ⚠clear - _ca_
vec_ ⚠fit_ length - _ca_
vec_ ⚠fmpq_ vec_ get_ fmpz_ vec_ den - _ca_
vec_ ⚠fmpq_ vec_ is_ fmpz_ vec - _ca_
vec_ ⚠init - _ca_
vec_ ⚠is_ fmpq_ vec - _ca_
vec_ ⚠neg - _ca_
vec_ ⚠scalar_ addmul_ ca - _ca_
vec_ ⚠scalar_ div_ ca - _ca_
vec_ ⚠scalar_ mul_ ca - _ca_
vec_ ⚠scalar_ submul_ ca - _ca_
vec_ ⚠set - _ca_
vec_ ⚠set_ fmpz_ vec_ div_ fmpz - _ca_
vec_ ⚠sub - _ca_
vec_ ⚠swap - _ca_
vec_ ⚠undefined - _ca_
vec_ ⚠unknown - _ca_
vec_ ⚠zero - _d_
vec_ ⚠add - _d_
vec_ ⚠approx_ equal - _d_
vec_ ⚠clear - _d_
vec_ ⚠dot - _d_
vec_ ⚠dot_ heuristic - _d_
vec_ ⚠dot_ thrice - _d_
vec_ ⚠equal - _d_
vec_ ⚠init - _d_
vec_ ⚠is_ approx_ zero - _d_
vec_ ⚠is_ zero - _d_
vec_ ⚠mul_ 2exp - _d_
vec_ ⚠norm - _d_
vec_ ⚠randtest - _d_
vec_ ⚠set - _d_
vec_ ⚠sub - _d_
vec_ ⚠zero - _di_
above ⚠ - _di_
below ⚠ - _dirichlet_
char_ ⚠exp - _fexpr_
is_ ⚠atom - _fexpr_
is_ ⚠integer - _fexpr_
is_ ⚠string - _fexpr_
is_ ⚠symbol - _fexpr_
size ⚠ - _fexpr_
vec_ ⚠clear - _fexpr_
vec_ ⚠init - _fexpr_
vec_ ⚠sort_ fast - _ff_
poly_ ⚠pow_ fmpz_ is_ not_ feasible - _ff_
poly_ ⚠pow_ ui_ is_ not_ feasible - _fft_
mulmod_ ⚠2expp1 - _flint_
rand_ ⚠clear_ gmp_ state - _flint_
rand_ ⚠init_ gmp - _flint_
rand_ ⚠init_ gmp_ state - _flint_
set_ ⚠num_ workers - _fmpq_
add ⚠ - _fmpq_
add_ ⚠fmpz - _fmpq_
add_ ⚠si - _fmpq_
add_ ⚠small - _fmpq_
add_ ⚠ui - _fmpq_
addmul ⚠ - _fmpq_
ball_ ⚠clear - _fmpq_
ball_ ⚠get_ cfrac - _fmpq_
ball_ ⚠gt_ one - _fmpq_
ball_ ⚠init - _fmpq_
ball_ ⚠swap - _fmpq_
canonicalise ⚠ - _fmpq_
cfrac_ ⚠list_ append_ ui - _fmpq_
cfrac_ ⚠list_ clear - _fmpq_
cfrac_ ⚠list_ fit_ length - _fmpq_
cfrac_ ⚠list_ init - _fmpq_
cfrac_ ⚠list_ push_ back - _fmpq_
cfrac_ ⚠list_ push_ back_ zero - _fmpq_
cmp ⚠ - _fmpq_
cmp_ ⚠fmpz - _fmpq_
cmp_ ⚠si - _fmpq_
cmp_ ⚠ui - _fmpq_
div ⚠ - _fmpq_
fprint ⚠ - _fmpq_
gcd ⚠ - _fmpq_
gcd_ ⚠cofactors - _fmpq_
get_ ⚠str - _fmpq_
harmonic_ ⚠ui - _fmpq_
hgcd ⚠ - _fmpq_
is_ ⚠canonical - _fmpq_
mat_ ⚠charpoly - _fmpq_
mat_ ⚠minpoly - _fmpq_
mod_ ⚠fmpz - _fmpq_
mpoly_ ⚠factor_ swap_ fmpz_ mpoly_ factor - _fmpq_
mpoly_ ⚠get_ coeff_ fmpq_ fmpz - _fmpq_
mpoly_ ⚠make_ monic_ inplace - _fmpq_
mpoly_ ⚠push_ rescale - _fmpq_
mpoly_ ⚠rescale - _fmpq_
mpoly_ ⚠set_ coeff_ fmpq_ fmpz - _fmpq_
mul ⚠ - _fmpq_
mul_ ⚠si - _fmpq_
mul_ ⚠small - _fmpq_
mul_ ⚠ui - _fmpq_
next_ ⚠calkin_ wilf - _fmpq_
next_ ⚠minimal - _fmpq_
next_ ⚠signed_ calkin_ wilf - _fmpq_
next_ ⚠signed_ minimal - _fmpq_
poly_ ⚠add - _fmpq_
poly_ ⚠add_ can - _fmpq_
poly_ ⚠add_ series - _fmpq_
poly_ ⚠add_ series_ can - _fmpq_
poly_ ⚠asin_ series - _fmpq_
poly_ ⚠asinh_ series - _fmpq_
poly_ ⚠atan_ series - _fmpq_
poly_ ⚠atanh_ series - _fmpq_
poly_ ⚠canonicalise - _fmpq_
poly_ ⚠cmp - _fmpq_
poly_ ⚠compose - _fmpq_
poly_ ⚠compose_ series - _fmpq_
poly_ ⚠compose_ series_ brent_ kung - _fmpq_
poly_ ⚠compose_ series_ horner - _fmpq_
poly_ ⚠content - _fmpq_
poly_ ⚠cos_ series - _fmpq_
poly_ ⚠cosh_ series - _fmpq_
poly_ ⚠derivative - _fmpq_
poly_ ⚠div - _fmpq_
poly_ ⚠div_ series - _fmpq_
poly_ ⚠divides - _fmpq_
poly_ ⚠divrem - _fmpq_
poly_ ⚠equal_ trunc - _fmpq_
poly_ ⚠evaluate_ fmpq - _fmpq_
poly_ ⚠evaluate_ fmpz - _fmpq_
poly_ ⚠exp_ expinv_ series - _fmpq_
poly_ ⚠exp_ series - _fmpq_
poly_ ⚠fprint - _fmpq_
poly_ ⚠fprint_ pretty - _fmpq_
poly_ ⚠gcd - _fmpq_
poly_ ⚠gegenbauer_ c - _fmpq_
poly_ ⚠get_ nmod_ poly - _fmpq_
poly_ ⚠get_ str_ pretty - _fmpq_
poly_ ⚠integral - _fmpq_
poly_ ⚠interpolate_ fmpz_ vec - _fmpq_
poly_ ⚠inv_ series - _fmpq_
poly_ ⚠inv_ series_ newton - _fmpq_
poly_ ⚠invsqrt_ series - _fmpq_
poly_ ⚠is_ canonical - _fmpq_
poly_ ⚠is_ monic - _fmpq_
poly_ ⚠laguerre_ l - _fmpq_
poly_ ⚠lcm - _fmpq_
poly_ ⚠legendre_ p - _fmpq_
poly_ ⚠log_ series - _fmpq_
poly_ ⚠make_ monic - _fmpq_
poly_ ⚠mul - _fmpq_
poly_ ⚠mullow - _fmpq_
poly_ ⚠normalise - _fmpq_
poly_ ⚠nth_ derivative - _fmpq_
poly_ ⚠pow - _fmpq_
poly_ ⚠pow_ trunc - _fmpq_
poly_ ⚠power_ sums - _fmpq_
poly_ ⚠power_ sums_ to_ poly - _fmpq_
poly_ ⚠powers_ clear - _fmpq_
poly_ ⚠powers_ precompute - _fmpq_
poly_ ⚠primitive_ part - _fmpq_
poly_ ⚠print - _fmpq_
poly_ ⚠print_ pretty - _fmpq_
poly_ ⚠rem - _fmpq_
poly_ ⚠rem_ powers_ precomp - _fmpq_
poly_ ⚠rescale - _fmpq_
poly_ ⚠resultant - _fmpq_
poly_ ⚠resultant_ div - _fmpq_
poly_ ⚠revert_ series - _fmpq_
poly_ ⚠revert_ series_ lagrange - _fmpq_
poly_ ⚠revert_ series_ lagrange_ fast - _fmpq_
poly_ ⚠revert_ series_ newton - _fmpq_
poly_ ⚠scalar_ div_ fmpq - _fmpq_
poly_ ⚠scalar_ div_ fmpz - _fmpq_
poly_ ⚠scalar_ div_ si - _fmpq_
poly_ ⚠scalar_ div_ ui - _fmpq_
poly_ ⚠scalar_ mul_ fmpq - _fmpq_
poly_ ⚠scalar_ mul_ fmpz - _fmpq_
poly_ ⚠scalar_ mul_ si - _fmpq_
poly_ ⚠scalar_ mul_ ui - _fmpq_
poly_ ⚠set_ length - _fmpq_
poly_ ⚠set_ str - _fmpq_
poly_ ⚠sin_ cos_ series - _fmpq_
poly_ ⚠sin_ series - _fmpq_
poly_ ⚠sinh_ cosh_ series - _fmpq_
poly_ ⚠sinh_ series - _fmpq_
poly_ ⚠sqrt_ series - _fmpq_
poly_ ⚠sub - _fmpq_
poly_ ⚠sub_ can - _fmpq_
poly_ ⚠sub_ series - _fmpq_
poly_ ⚠sub_ series_ can - _fmpq_
poly_ ⚠tan_ series - _fmpq_
poly_ ⚠tanh_ series - _fmpq_
poly_ ⚠xgcd - _fmpq_
pow_ ⚠si - _fmpq_
print ⚠ - _fmpq_
randbits ⚠ - _fmpq_
randtest ⚠ - _fmpq_
reconstruct_ ⚠fmpz - _fmpq_
reconstruct_ ⚠fmpz_ 2 - _fmpq_
reconstruct_ ⚠fmpz_ 2_ naive - _fmpq_
set_ ⚠si - _fmpq_
set_ ⚠ui - _fmpq_
simplest_ ⚠between - _fmpq_
sub ⚠ - _fmpq_
sub_ ⚠fmpz - _fmpq_
sub_ ⚠si - _fmpq_
sub_ ⚠ui - _fmpq_
submul ⚠ - _fmpq_
vec_ ⚠clear - _fmpq_
vec_ ⚠dot - _fmpq_
vec_ ⚠fprint - _fmpq_
vec_ ⚠get_ fmpz_ vec_ fmpz - _fmpq_
vec_ ⚠init - _fmpq_
vec_ ⚠print - _fmpq_
vec_ ⚠randtest - _fmpq_
vec_ ⚠randtest_ uniq_ sorted - _fmpq_
vec_ ⚠set_ fmpz_ vec - _fmpq_
vec_ ⚠sort - _fmpz_
CRT_ ⚠ui_ precomp - _fmpz_
add2_ ⚠fast - _fmpz_
add_ ⚠fast - _fmpz_
cdiv_ ⚠q_ newton - _fmpz_
cdiv_ ⚠qr_ newton - _fmpz_
cdiv_ ⚠r_ newton - _fmpz_
cleanup ⚠ - _fmpz_
cleanup_ ⚠mpz_ content - _fmpz_
clear_ ⚠mpz - _fmpz_
clear_ ⚠readonly_ mpz - _fmpz_
demote ⚠ - _fmpz_
demote_ ⚠val - _fmpz_
divexact_ ⚠newton - _fmpz_
factor_ ⚠append - _fmpz_
factor_ ⚠append_ ui - _fmpz_
factor_ ⚠concat - _fmpz_
factor_ ⚠extend_ factor_ ui - _fmpz_
factor_ ⚠fit_ length - _fmpz_
factor_ ⚠set_ length - _fmpz_
fdiv_ ⚠q_ newton - _fmpz_
fdiv_ ⚠qr_ newton - _fmpz_
fdiv_ ⚠r_ newton - _fmpz_
init_ ⚠promote_ set_ si - _fmpz_
init_ ⚠promote_ set_ ui - _fmpz_
init_ ⚠readonly_ mpz - _fmpz_
is_ ⚠canonical - _fmpz_
mat22_ ⚠addmul_ inv_ mat - _fmpz_
mat22_ ⚠addmul_ inv_ vec - _fmpz_
mat22_ ⚠bits - _fmpz_
mat22_ ⚠clear - _fmpz_
mat22_ ⚠init - _fmpz_
mat22_ ⚠is_ one - _fmpz_
mat22_ ⚠lmul_ elem - _fmpz_
mat22_ ⚠one - _fmpz_
mat22_ ⚠rmul - _fmpz_
mat22_ ⚠rmul_ elem - _fmpz_
mat22_ ⚠rmul_ inv_ elem - _fmpz_
mat22_ ⚠rmul_ inv_ ui - _fmpz_
mat22_ ⚠rmul_ ui - _fmpz_
mat_ ⚠charpoly - _fmpz_
mat_ ⚠charpoly_ berkowitz - _fmpz_
mat_ ⚠charpoly_ modular - _fmpz_
mat_ ⚠minpoly - _fmpz_
mat_ ⚠minpoly_ modular - _fmpz_
mat_ ⚠mul_ blas - _fmpz_
mat_ ⚠mul_ double_ word - _fmpz_
mat_ ⚠mul_ double_ word_ internal - _fmpz_
mat_ ⚠mul_ fft - _fmpz_
mat_ ⚠mul_ multi_ mod - _fmpz_
mat_ ⚠mul_ small - _fmpz_
mat_ ⚠mul_ small_ 1 - _fmpz_
mat_ ⚠mul_ small_ 2a - _fmpz_
mat_ ⚠mul_ small_ 2b - _fmpz_
mat_ ⚠mul_ small_ internal - _fmpz_
mat_ ⚠solve_ dixon - _fmpz_
mat_ ⚠solve_ dixon_ den - _fmpz_
mat_ ⚠window_ readonly_ init_ strip_ initial_ zero_ rows - _fmpz_
mod_ ⚠add1 - _fmpz_
mod_ ⚠add2 - _fmpz_
mod_ ⚠add2s - _fmpz_
mod_ ⚠addN - _fmpz_
mod_ ⚠mat_ mul_ classical_ threaded_ pool_ op - _fmpz_
mod_ ⚠mat_ reduce - _fmpz_
mod_ ⚠mpoly_ clear_ dense_ mock - Internal functions (guaranteed to change without notice)
- _fmpz_
mod_ ⚠mpoly_ compose_ mat - _fmpz_
mod_ ⚠mpoly_ divides_ dense_ maxfields - _fmpz_
mod_ ⚠mpoly_ divides_ monagan_ pearce_ maxfields - _fmpz_
mod_ ⚠mpoly_ eval_ all_ fmpz_ mod - _fmpz_
mod_ ⚠mpoly_ eval_ rest_ to_ fmpz_ mod_ bpoly - _fmpz_
mod_ ⚠mpoly_ evaluate_ rest_ fmpz_ mod_ poly - _fmpz_
mod_ ⚠mpoly_ factor_ separable - _fmpz_
mod_ ⚠mpoly_ factor_ set_ nmod_ mpoly_ factor - _fmpz_
mod_ ⚠mpoly_ fit_ length - _fmpz_
mod_ ⚠mpoly_ from_ fmpz_ mod_ poly_ inflate - _fmpz_
mod_ ⚠mpoly_ from_ univar - _fmpz_
mod_ ⚠mpoly_ gcd_ algo - _fmpz_
mod_ ⚠mpoly_ get_ lead0 - _fmpz_
mod_ ⚠mpoly_ get_ nmod_ mpoly - _fmpz_
mod_ ⚠mpoly_ init_ dense_ mock - _fmpz_
mod_ ⚠mpoly_ mul_ dense_ maxfields - _fmpz_
mod_ ⚠mpoly_ mul_ johnson_ maxfields - _fmpz_
mod_ ⚠mpoly_ push_ exp_ ffmpz - _fmpz_
mod_ ⚠mpoly_ push_ exp_ pfmpz - _fmpz_
mod_ ⚠mpoly_ push_ exp_ ui - _fmpz_
mod_ ⚠mpoly_ radix_ sort - _fmpz_
mod_ ⚠mpoly_ radix_ sort1 - _fmpz_
mod_ ⚠mpoly_ set_ coeff_ fmpz_ fmpz - _fmpz_
mod_ ⚠mpoly_ set_ fmpz_ mod_ bpoly_ var1_ zero - _fmpz_
mod_ ⚠mpoly_ set_ fmpz_ mod_ poly - _fmpz_
mod_ ⚠mpoly_ set_ lead0 - _fmpz_
mod_ ⚠mpoly_ set_ length - _fmpz_
mod_ ⚠mpoly_ set_ nmod_ mpoly - _fmpz_
mod_ ⚠mpoly_ to_ fmpz_ mod_ poly_ deflate - _fmpz_
mod_ ⚠mpoly_ vec_ content_ mpoly - _fmpz_
mod_ ⚠mpoly_ vec_ divexact_ mpoly - _fmpz_
mod_ ⚠mpoly_ vec_ mul_ mpoly - _fmpz_
mod_ ⚠mul1 - _fmpz_
mod_ ⚠mul2 - _fmpz_
mod_ ⚠mul2s - _fmpz_
mod_ ⚠mulN - _fmpz_
mod_ ⚠newton - _fmpz_
mod_ ⚠poly_ add - _fmpz_
mod_ ⚠poly_ compose - _fmpz_
mod_ ⚠poly_ compose_ mod - _fmpz_
mod_ ⚠poly_ compose_ mod_ brent_ kung - _fmpz_
mod_ ⚠poly_ compose_ mod_ brent_ kung_ precomp_ preinv - _fmpz_
mod_ ⚠poly_ compose_ mod_ brent_ kung_ precomp_ preinv_ worker - _fmpz_
mod_ ⚠poly_ compose_ mod_ brent_ kung_ preinv - _fmpz_
mod_ ⚠poly_ compose_ mod_ brent_ kung_ vec_ preinv - _fmpz_
mod_ ⚠poly_ compose_ mod_ brent_ kung_ vec_ preinv_ threaded_ pool - _fmpz_
mod_ ⚠poly_ compose_ mod_ horner - _fmpz_
mod_ ⚠poly_ degree - Internal functions (guaranteed to change without notice)
- _fmpz_
mod_ ⚠poly_ derivative - _fmpz_
mod_ ⚠poly_ discriminant - _fmpz_
mod_ ⚠poly_ div - _fmpz_
mod_ ⚠poly_ div_ newton_ n_ preinv - _fmpz_
mod_ ⚠poly_ div_ series - _fmpz_
mod_ ⚠poly_ divides - _fmpz_
mod_ ⚠poly_ divides_ classical - _fmpz_
mod_ ⚠poly_ divrem - _fmpz_
mod_ ⚠poly_ divrem_ basecase - _fmpz_
mod_ ⚠poly_ divrem_ f - _fmpz_
mod_ ⚠poly_ divrem_ newton_ n_ preinv - _fmpz_
mod_ ⚠poly_ evaluate_ fmpz - _fmpz_
mod_ ⚠poly_ evaluate_ fmpz_ vec - _fmpz_
mod_ ⚠poly_ evaluate_ fmpz_ vec_ fast - _fmpz_
mod_ ⚠poly_ evaluate_ fmpz_ vec_ fast_ precomp - _fmpz_
mod_ ⚠poly_ evaluate_ fmpz_ vec_ iter - _fmpz_
mod_ ⚠poly_ fit_ length - _fmpz_
mod_ ⚠poly_ fprint - _fmpz_
mod_ ⚠poly_ gcd - _fmpz_
mod_ ⚠poly_ gcd_ euclidean_ f - _fmpz_
mod_ ⚠poly_ gcd_ f - _fmpz_
mod_ ⚠poly_ gcdinv - _fmpz_
mod_ ⚠poly_ gcdinv_ euclidean - _fmpz_
mod_ ⚠poly_ gcdinv_ euclidean_ f - _fmpz_
mod_ ⚠poly_ gcdinv_ f - _fmpz_
mod_ ⚠poly_ hgcd - _fmpz_
mod_ ⚠poly_ interval_ poly_ worker - _fmpz_
mod_ ⚠poly_ inv_ series - _fmpz_
mod_ ⚠poly_ invmod - _fmpz_
mod_ ⚠poly_ invmod_ f - _fmpz_
mod_ ⚠poly_ invsqrt_ series - _fmpz_
mod_ ⚠poly_ is_ squarefree - _fmpz_
mod_ ⚠poly_ is_ squarefree_ f - _fmpz_
mod_ ⚠poly_ minpoly - _fmpz_
mod_ ⚠poly_ minpoly_ bm - _fmpz_
mod_ ⚠poly_ minpoly_ hgcd - _fmpz_
mod_ ⚠poly_ mul - _fmpz_
mod_ ⚠poly_ mullow - _fmpz_
mod_ ⚠poly_ mulmod - _fmpz_
mod_ ⚠poly_ mulmod_ preinv - _fmpz_
mod_ ⚠poly_ neg - _fmpz_
mod_ ⚠poly_ normalise - _fmpz_
mod_ ⚠poly_ pow - _fmpz_
mod_ ⚠poly_ pow_ trunc - _fmpz_
mod_ ⚠poly_ pow_ trunc_ binexp - _fmpz_
mod_ ⚠poly_ powers_ mod_ preinv_ naive - _fmpz_
mod_ ⚠poly_ powers_ mod_ preinv_ threaded_ pool - _fmpz_
mod_ ⚠poly_ powmod_ fmpz_ binexp - _fmpz_
mod_ ⚠poly_ powmod_ fmpz_ binexp_ preinv - _fmpz_
mod_ ⚠poly_ powmod_ ui_ binexp - _fmpz_
mod_ ⚠poly_ powmod_ ui_ binexp_ preinv - _fmpz_
mod_ ⚠poly_ powmod_ x_ fmpz_ preinv - _fmpz_
mod_ ⚠poly_ precompute_ matrix - _fmpz_
mod_ ⚠poly_ precompute_ matrix_ worker - _fmpz_
mod_ ⚠poly_ print - _fmpz_
mod_ ⚠poly_ product_ roots_ fmpz_ vec - _fmpz_
mod_ ⚠poly_ radix - _fmpz_
mod_ ⚠poly_ radix_ init - _fmpz_
mod_ ⚠poly_ reduce - _fmpz_
mod_ ⚠poly_ reduce_ matrix_ mod_ poly - _fmpz_
mod_ ⚠poly_ rem - _fmpz_
mod_ ⚠poly_ rem_ basecase - _fmpz_
mod_ ⚠poly_ resultant - _fmpz_
mod_ ⚠poly_ reverse - _fmpz_
mod_ ⚠poly_ scalar_ div_ fmpz - _fmpz_
mod_ ⚠poly_ scalar_ mul_ fmpz - _fmpz_
mod_ ⚠poly_ scalar_ mul_ ui - _fmpz_
mod_ ⚠poly_ set_ length - _fmpz_
mod_ ⚠poly_ shift_ left - _fmpz_
mod_ ⚠poly_ shift_ right - _fmpz_
mod_ ⚠poly_ split_ rabin - _fmpz_
mod_ ⚠poly_ sqr - _fmpz_
mod_ ⚠poly_ sqrt - _fmpz_
mod_ ⚠poly_ sqrt_ series - _fmpz_
mod_ ⚠poly_ sub - _fmpz_
mod_ ⚠poly_ tree_ alloc - _fmpz_
mod_ ⚠poly_ tree_ build - _fmpz_
mod_ ⚠poly_ tree_ free - _fmpz_
mod_ ⚠poly_ vec_ content - _fmpz_
mod_ ⚠poly_ vec_ divexact_ poly - _fmpz_
mod_ ⚠poly_ vec_ max_ degree - _fmpz_
mod_ ⚠poly_ vec_ mul_ fmpz_ mod - _fmpz_
mod_ ⚠poly_ vec_ mul_ poly - _fmpz_
mod_ ⚠poly_ vec_ remove_ content - _fmpz_
mod_ ⚠poly_ xgcd - _fmpz_
mod_ ⚠poly_ xgcd_ euclidean_ f - _fmpz_
mod_ ⚠poly_ xgcd_ f - _fmpz_
mod_ ⚠sub1 - _fmpz_
mod_ ⚠sub2 - _fmpz_
mod_ ⚠sub2s - _fmpz_
mod_ ⚠subN - _fmpz_
mod_ ⚠vec_ add - _fmpz_
mod_ ⚠vec_ dot - _fmpz_
mod_ ⚠vec_ dot_ rev - _fmpz_
mod_ ⚠vec_ mul - _fmpz_
mod_ ⚠vec_ neg - _fmpz_
mod_ ⚠vec_ scalar_ addmul_ fmpz_ mod - _fmpz_
mod_ ⚠vec_ scalar_ div_ fmpz_ mod - _fmpz_
mod_ ⚠vec_ scalar_ mul_ fmpz_ mod - _fmpz_
mod_ ⚠vec_ set_ fmpz_ vec - _fmpz_
mod_ ⚠vec_ sub - _fmpz_
mod_ ⚠zip_ eval_ step - _fmpz_
mod_ ⚠zip_ vand_ solve - _fmpz_
mpoly_ ⚠add - _fmpz_
mpoly_ ⚠add_ uiuiui_ fmpz - _fmpz_
mpoly_ ⚠addmul_ array1_ fmpz - _fmpz_
mpoly_ ⚠addmul_ array1_ slong - _fmpz_
mpoly_ ⚠addmul_ array1_ slong1 - _fmpz_
mpoly_ ⚠addmul_ array1_ slong2 - _fmpz_
mpoly_ ⚠addmul_ uiuiui_ fmpz - _fmpz_
mpoly_ ⚠compose_ mat - _fmpz_
mpoly_ ⚠div_ monagan_ pearce - _fmpz_
mpoly_ ⚠divides_ array - _fmpz_
mpoly_ ⚠divides_ heap_ threaded_ pool - _fmpz_
mpoly_ ⚠divides_ monagan_ pearce - _fmpz_
mpoly_ ⚠divrem_ array - _fmpz_
mpoly_ ⚠divrem_ ideal_ monagan_ pearce - _fmpz_
mpoly_ ⚠divrem_ monagan_ pearce - _fmpz_
mpoly_ ⚠equal - _fmpz_
mpoly_ ⚠eval_ rest_ to_ poly - _fmpz_
mpoly_ ⚠evaluate_ rest_ fmpz - _fmpz_
mpoly_ ⚠factor_ squarefree - _fmpz_
mpoly_ ⚠fit_ length - _fmpz_
mpoly_ ⚠fits_ small - _fmpz_
mpoly_ ⚠fprint_ pretty - _fmpz_
mpoly_ ⚠from_ fmpz_ array - _fmpz_
mpoly_ ⚠from_ fmpz_ poly_ inflate - _fmpz_
mpoly_ ⚠from_ ulong_ array - _fmpz_
mpoly_ ⚠from_ ulong_ array1 - _fmpz_
mpoly_ ⚠from_ ulong_ array2 - _fmpz_
mpoly_ ⚠from_ univar - _fmpz_
mpoly_ ⚠gcd_ algo - _fmpz_
mpoly_ ⚠get_ lead0 - _fmpz_
mpoly_ ⚠get_ str_ pretty - _fmpz_
mpoly_ ⚠mul_ array_ DEG - _fmpz_
mpoly_ ⚠mul_ array_ LEX - _fmpz_
mpoly_ ⚠mul_ array_ chunked_ DEG - _fmpz_
mpoly_ ⚠mul_ array_ chunked_ LEX - _fmpz_
mpoly_ ⚠mul_ array_ threaded_ pool_ DEG - _fmpz_
mpoly_ ⚠mul_ array_ threaded_ pool_ LEX - _fmpz_
mpoly_ ⚠mul_ dense - _fmpz_
mpoly_ ⚠mul_ heap_ threaded_ pool_ maxfields - _fmpz_
mpoly_ ⚠mul_ johnson - _fmpz_
mpoly_ ⚠mul_ johnson_ maxfields - _fmpz_
mpoly_ ⚠print_ pretty - _fmpz_
mpoly_ ⚠push_ exp_ ffmpz - _fmpz_
mpoly_ ⚠push_ exp_ pfmpz - _fmpz_
mpoly_ ⚠push_ exp_ ui - _fmpz_
mpoly_ ⚠q_ add - _fmpz_
mpoly_ ⚠q_ add_ fmpq - _fmpz_
mpoly_ ⚠q_ content - _fmpz_
mpoly_ ⚠q_ div - _fmpz_
mpoly_ ⚠q_ mpoly_ divexact - _fmpz_
mpoly_ ⚠q_ mul - _fmpz_
mpoly_ ⚠q_ mul_ fmpq - _fmpz_
mpoly_ ⚠q_ sub - _fmpz_
mpoly_ ⚠q_ sub_ fmpq - _fmpz_
mpoly_ ⚠radix_ sort - _fmpz_
mpoly_ ⚠radix_ sort1 - _fmpz_
mpoly_ ⚠realloc - _fmpz_
mpoly_ ⚠set - _fmpz_
mpoly_ ⚠set_ coeff_ fmpz_ fmpz - _fmpz_
mpoly_ ⚠set_ fmpz_ poly - _fmpz_
mpoly_ ⚠set_ fmpz_ poly_ one_ var - _fmpz_
mpoly_ ⚠set_ lead0 - _fmpz_
mpoly_ ⚠set_ length - _fmpz_
mpoly_ ⚠sqrt_ heap - _fmpz_
mpoly_ ⚠sub - _fmpz_
mpoly_ ⚠sub_ uiuiui_ fmpz - _fmpz_
mpoly_ ⚠submul_ array1_ fmpz - _fmpz_
mpoly_ ⚠submul_ array1_ fmpz_ 1 - _fmpz_
mpoly_ ⚠submul_ array1_ slong - _fmpz_
mpoly_ ⚠submul_ array1_ slong1 - _fmpz_
mpoly_ ⚠submul_ array1_ slong2 - _fmpz_
mpoly_ ⚠submul_ array1_ slong2_ 1 - _fmpz_
mpoly_ ⚠submul_ array1_ slong_ 1 - _fmpz_
mpoly_ ⚠submul_ uiuiui_ fmpz - _fmpz_
mpoly_ ⚠to_ fmpz_ array - _fmpz_
mpoly_ ⚠to_ fmpz_ poly_ deflate - _fmpz_
mpoly_ ⚠to_ ulong_ array - _fmpz_
mpoly_ ⚠to_ ulong_ array1 - _fmpz_
mpoly_ ⚠to_ ulong_ array2 - _fmpz_
mpoly_ ⚠vec_ content_ mpoly - _fmpz_
mpoly_ ⚠vec_ divexact_ mpoly - _fmpz_
mpoly_ ⚠vec_ mul_ mpoly - _fmpz_
multi_ ⚠CRT_ precomp - _fmpz_
multi_ ⚠mod_ precomp - _fmpz_
new_ ⚠mpz - _fmpz_
nm1_ ⚠trial_ factors - _fmpz_
np1_ ⚠trial_ factors - _fmpz_
poly_ ⚠2norm - _fmpz_
poly_ ⚠2norm_ normalised_ bits - _fmpz_
poly_ ⚠CRT_ ui - _fmpz_
poly_ ⚠CRT_ ui_ precomp - _fmpz_
poly_ ⚠add - _fmpz_
poly_ ⚠bit_ pack - _fmpz_
poly_ ⚠bit_ unpack - _fmpz_
poly_ ⚠bit_ unpack_ unsigned - _fmpz_
poly_ ⚠bound_ roots - _fmpz_
poly_ ⚠chebyshev_ t - _fmpz_
poly_ ⚠chebyshev_ u - _fmpz_
poly_ ⚠compose - _fmpz_
poly_ ⚠compose_ divconquer - _fmpz_
poly_ ⚠compose_ horner - _fmpz_
poly_ ⚠compose_ series - _fmpz_
poly_ ⚠compose_ series_ brent_ kung - _fmpz_
poly_ ⚠compose_ series_ horner - _fmpz_
poly_ ⚠content - _fmpz_
poly_ ⚠cos_ minpoly - _fmpz_
poly_ ⚠cyclotomic - _fmpz_
poly_ ⚠deflation - _fmpz_
poly_ ⚠derivative - _fmpz_
poly_ ⚠discriminant - _fmpz_
poly_ ⚠div - _fmpz_
poly_ ⚠div_ basecase - _fmpz_
poly_ ⚠div_ divconquer - _fmpz_
poly_ ⚠div_ divconquer_ recursive - _fmpz_
poly_ ⚠div_ preinv - _fmpz_
poly_ ⚠div_ root - _fmpz_
poly_ ⚠div_ series - _fmpz_
poly_ ⚠div_ series_ basecase - _fmpz_
poly_ ⚠div_ series_ divconquer - _fmpz_
poly_ ⚠divexact - _fmpz_
poly_ ⚠divides - _fmpz_
poly_ ⚠divrem - _fmpz_
poly_ ⚠divrem_ basecase - _fmpz_
poly_ ⚠divrem_ divconquer - _fmpz_
poly_ ⚠divrem_ divconquer_ recursive - _fmpz_
poly_ ⚠divrem_ preinv - _fmpz_
poly_ ⚠divremlow_ divconquer_ recursive - _fmpz_
poly_ ⚠eta_ qexp - _fmpz_
poly_ ⚠evaluate_ divconquer_ fmpq - _fmpz_
poly_ ⚠evaluate_ divconquer_ fmpz - _fmpz_
poly_ ⚠evaluate_ fmpq - _fmpz_
poly_ ⚠evaluate_ fmpz - _fmpz_
poly_ ⚠evaluate_ horner_ d - _fmpz_
poly_ ⚠evaluate_ horner_ d_ 2exp - _fmpz_
poly_ ⚠evaluate_ horner_ d_ 2exp2 - _fmpz_
poly_ ⚠evaluate_ horner_ fmpq - _fmpz_
poly_ ⚠evaluate_ horner_ fmpz - _fmpz_
poly_ ⚠evaluate_ mod - _fmpz_
poly_ ⚠factor_ CLD_ mat - _fmpz_
poly_ ⚠factor_ cubic - _fmpz_
poly_ ⚠factor_ quadratic - _fmpz_
poly_ ⚠factor_ zassenhaus - _fmpz_
poly_ ⚠fibonacci - _fmpz_
poly_ ⚠fprint - _fmpz_
poly_ ⚠fprint_ pretty - _fmpz_
poly_ ⚠gcd - _fmpz_
poly_ ⚠gcd_ heuristic - _fmpz_
poly_ ⚠gcd_ modular - _fmpz_
poly_ ⚠gcd_ subresultant - _fmpz_
poly_ ⚠get_ str - _fmpz_
poly_ ⚠get_ str_ pretty - _fmpz_
poly_ ⚠hamming_ weight - _fmpz_
poly_ ⚠hensel_ continue_ lift - _fmpz_
poly_ ⚠hensel_ lift_ only_ inverse - _fmpz_
poly_ ⚠hensel_ lift_ without_ inverse - _fmpz_
poly_ ⚠hensel_ start_ lift - _fmpz_
poly_ ⚠hermite_ h - _fmpz_
poly_ ⚠hermite_ he - _fmpz_
poly_ ⚠inv_ series - _fmpz_
poly_ ⚠inv_ series_ basecase - _fmpz_
poly_ ⚠inv_ series_ newton - _fmpz_
poly_ ⚠is_ cyclotomic - _fmpz_
poly_ ⚠is_ one - _fmpz_
poly_ ⚠is_ squarefree - _fmpz_
poly_ ⚠lcm - _fmpz_
poly_ ⚠legendre_ pt - _fmpz_
poly_ ⚠monomial_ to_ newton - _fmpz_
poly_ ⚠mul - _fmpz_
poly_ ⚠mul_ KS - _fmpz_
poly_ ⚠mul_ SS - _fmpz_
poly_ ⚠mul_ classical - _fmpz_
poly_ ⚠mul_ karatsuba - _fmpz_
poly_ ⚠mulhigh - _fmpz_
poly_ ⚠mulhigh_ classical - _fmpz_
poly_ ⚠mulhigh_ karatsuba_ n - _fmpz_
poly_ ⚠mullow - _fmpz_
poly_ ⚠mullow_ KS - _fmpz_
poly_ ⚠mullow_ SS - _fmpz_
poly_ ⚠mullow_ SS_ precache - _fmpz_
poly_ ⚠mullow_ classical - _fmpz_
poly_ ⚠mullow_ karatsuba - _fmpz_
poly_ ⚠mullow_ karatsuba_ n - _fmpz_
poly_ ⚠mulmid_ classical - _fmpz_
poly_ ⚠newton_ to_ monomial - _fmpz_
poly_ ⚠normalise - _fmpz_
poly_ ⚠nth_ derivative - _fmpz_
poly_ ⚠num_ real_ roots - _fmpz_
poly_ ⚠num_ real_ roots_ sturm - _fmpz_
poly_ ⚠pow - _fmpz_
poly_ ⚠pow_ addchains - _fmpz_
poly_ ⚠pow_ binexp - _fmpz_
poly_ ⚠pow_ binomial - _fmpz_
poly_ ⚠pow_ multinomial - _fmpz_
poly_ ⚠pow_ small - _fmpz_
poly_ ⚠pow_ trunc - _fmpz_
poly_ ⚠power_ sums_ naive - _fmpz_
poly_ ⚠power_ sums_ to_ poly - _fmpz_
poly_ ⚠powers_ clear - _fmpz_
poly_ ⚠powers_ precompute - _fmpz_
poly_ ⚠preinvert - _fmpz_
poly_ ⚠primitive_ part - _fmpz_
poly_ ⚠print - _fmpz_
poly_ ⚠print_ pretty - _fmpz_
poly_ ⚠product_ roots_ fmpq_ vec - _fmpz_
poly_ ⚠product_ roots_ fmpz_ vec - _fmpz_
poly_ ⚠pseudo_ div - _fmpz_
poly_ ⚠pseudo_ divrem - _fmpz_
poly_ ⚠pseudo_ divrem_ basecase - _fmpz_
poly_ ⚠pseudo_ divrem_ cohen - _fmpz_
poly_ ⚠pseudo_ divrem_ divconquer - _fmpz_
poly_ ⚠pseudo_ rem - _fmpz_
poly_ ⚠pseudo_ rem_ cohen - _fmpz_
poly_ ⚠reduce - _fmpz_
poly_ ⚠rem - _fmpz_
poly_ ⚠rem_ basecase - _fmpz_
poly_ ⚠rem_ powers_ precomp - _fmpz_
poly_ ⚠remove_ content_ 2exp - _fmpz_
poly_ ⚠resultant - _fmpz_
poly_ ⚠resultant_ euclidean - _fmpz_
poly_ ⚠resultant_ modular - _fmpz_
poly_ ⚠resultant_ modular_ div - _fmpz_
poly_ ⚠reverse - _fmpz_
poly_ ⚠revert_ series - _fmpz_
poly_ ⚠scale_ 2exp - _fmpz_
poly_ ⚠set_ length - _fmpz_
poly_ ⚠set_ str - _fmpz_
poly_ ⚠shift_ left - _fmpz_
poly_ ⚠shift_ right - _fmpz_
poly_ ⚠signature - _fmpz_
poly_ ⚠sqr - _fmpz_
poly_ ⚠sqr_ KS - _fmpz_
poly_ ⚠sqr_ classical - _fmpz_
poly_ ⚠sqr_ karatsuba - _fmpz_
poly_ ⚠sqrlow - _fmpz_
poly_ ⚠sqrlow_ KS - _fmpz_
poly_ ⚠sqrlow_ classical - _fmpz_
poly_ ⚠sqrlow_ karatsuba - _fmpz_
poly_ ⚠sqrlow_ karatsuba_ n - _fmpz_
poly_ ⚠sqrt - _fmpz_
poly_ ⚠sqrt_ KS - _fmpz_
poly_ ⚠sqrt_ classical - _fmpz_
poly_ ⚠sqrt_ divconquer - _fmpz_
poly_ ⚠sqrt_ series - _fmpz_
poly_ ⚠sqrtrem_ classical - _fmpz_
poly_ ⚠sqrtrem_ divconquer - _fmpz_
poly_ ⚠sub - _fmpz_
poly_ ⚠swinnerton_ dyer - _fmpz_
poly_ ⚠taylor_ shift - _fmpz_
poly_ ⚠taylor_ shift_ divconquer - _fmpz_
poly_ ⚠taylor_ shift_ horner - _fmpz_
poly_ ⚠taylor_ shift_ multi_ mod - _fmpz_
poly_ ⚠theta_ qexp - _fmpz_
poly_ ⚠xgcd - _fmpz_
poly_ ⚠xgcd_ modular - _fmpz_
pow_ ⚠fmpz_ is_ not_ feasible - _fmpz_
pow_ ⚠ui_ is_ not_ feasible - _fmpz_
promote ⚠ - _fmpz_
promote_ ⚠neg_ ui - _fmpz_
promote_ ⚠neg_ uiui - _fmpz_
promote_ ⚠set_ si - _fmpz_
promote_ ⚠set_ ui - _fmpz_
promote_ ⚠set_ uiui - _fmpz_
promote_ ⚠val - _fmpz_
remove ⚠ - _fmpz_
rfac_ ⚠ui - _fmpz_
set_ ⚠fast - _fmpz_
set_ ⚠si_ small - _fmpz_
size ⚠ - _fmpz_
smod ⚠ - _fmpz_
sub2_ ⚠fast - _fmpz_
sub_ ⚠small - _fmpz_
sub_ ⚠small_ large - _fmpz_
tdiv_ ⚠q_ newton - _fmpz_
tdiv_ ⚠qr_ newton - _fmpz_
tdiv_ ⚠r_ newton - _fmpz_
vec_ ⚠add - _fmpz_
vec_ ⚠clear - _fmpz_
vec_ ⚠content - _fmpz_
vec_ ⚠content2 - _fmpz_
vec_ ⚠content_ chained - _fmpz_
vec_ ⚠dot - _fmpz_
vec_ ⚠dot_ general - _fmpz_
vec_ ⚠dot_ general_ naive - _fmpz_
vec_ ⚠equal - _fmpz_
vec_ ⚠fprint - _fmpz_
vec_ ⚠fread - _fmpz_
vec_ ⚠get_ d_ vec_ 2exp - _fmpz_
vec_ ⚠get_ fft - _fmpz_
vec_ ⚠get_ nmod_ vec - _fmpz_
vec_ ⚠height - _fmpz_
vec_ ⚠height_ index - _fmpz_
vec_ ⚠init - _fmpz_
vec_ ⚠is_ zero - _fmpz_
vec_ ⚠lcm - _fmpz_
vec_ ⚠max - _fmpz_
vec_ ⚠max_ bits - _fmpz_
vec_ ⚠max_ bits_ ref - _fmpz_
vec_ ⚠max_ inplace - _fmpz_
vec_ ⚠max_ limbs - _fmpz_
vec_ ⚠min - _fmpz_
vec_ ⚠min_ inplace - _fmpz_
vec_ ⚠neg - _fmpz_
vec_ ⚠ord_ p - _fmpz_
vec_ ⚠print - _fmpz_
vec_ ⚠prod - _fmpz_
vec_ ⚠randtest - _fmpz_
vec_ ⚠randtest_ unsigned - _fmpz_
vec_ ⚠read - _fmpz_
vec_ ⚠scalar_ abs - _fmpz_
vec_ ⚠scalar_ addmul_ fmpz - _fmpz_
vec_ ⚠scalar_ addmul_ si - _fmpz_
vec_ ⚠scalar_ addmul_ si_ 2exp - _fmpz_
vec_ ⚠scalar_ addmul_ ui - _fmpz_
vec_ ⚠scalar_ divexact_ fmpz - _fmpz_
vec_ ⚠scalar_ divexact_ si - _fmpz_
vec_ ⚠scalar_ divexact_ ui - _fmpz_
vec_ ⚠scalar_ fdiv_ q_ 2exp - _fmpz_
vec_ ⚠scalar_ fdiv_ q_ fmpz - _fmpz_
vec_ ⚠scalar_ fdiv_ q_ si - _fmpz_
vec_ ⚠scalar_ fdiv_ q_ ui - _fmpz_
vec_ ⚠scalar_ fdiv_ r_ 2exp - _fmpz_
vec_ ⚠scalar_ mod_ fmpz - _fmpz_
vec_ ⚠scalar_ mul_ 2exp - _fmpz_
vec_ ⚠scalar_ mul_ fmpz - _fmpz_
vec_ ⚠scalar_ mul_ si - _fmpz_
vec_ ⚠scalar_ mul_ ui - _fmpz_
vec_ ⚠scalar_ smod_ fmpz - _fmpz_
vec_ ⚠scalar_ submul_ fmpz - _fmpz_
vec_ ⚠scalar_ submul_ si - _fmpz_
vec_ ⚠scalar_ submul_ si_ 2exp - _fmpz_
vec_ ⚠scalar_ tdiv_ q_ 2exp - _fmpz_
vec_ ⚠scalar_ tdiv_ q_ fmpz - _fmpz_
vec_ ⚠scalar_ tdiv_ q_ si - _fmpz_
vec_ ⚠scalar_ tdiv_ q_ ui - _fmpz_
vec_ ⚠set - _fmpz_
vec_ ⚠set_ fft - _fmpz_
vec_ ⚠set_ nmod_ vec - _fmpz_
vec_ ⚠sort - _fmpz_
vec_ ⚠sub - _fmpz_
vec_ ⚠sum - _fmpz_
vec_ ⚠sum_ max_ bits - _fmpz_
vec_ ⚠swap - _fmpz_
vec_ ⚠zero - _fq_
ctx_ ⚠init_ conway - _fq_
ctx_ ⚠init_ conway_ ui - _fq_
default_ ⚠poly_ set_ length - _fq_
dense_ ⚠reduce - _fq_
embed_ ⚠gens_ allombert - _fq_
embed_ ⚠gens_ naive - _fq_
frobenius ⚠ - _fq_
nmod_ ⚠ctx_ init_ conway - _fq_
nmod_ ⚠ctx_ init_ conway_ ui - _fq_
nmod_ ⚠dense_ reduce - _fq_
nmod_ ⚠embed_ gens_ allombert - _fq_
nmod_ ⚠embed_ gens_ naive - _fq_
nmod_ ⚠frobenius - _fq_
nmod_ ⚠mpoly_ add - _fq_
nmod_ ⚠mpoly_ compose_ mat - _fq_
nmod_ ⚠mpoly_ divides_ monagan_ pearce - _fq_
nmod_ ⚠mpoly_ eval_ all_ fq_ nmod - _fq_
nmod_ ⚠mpoly_ eval_ rest_ n_ fq_ poly - _fq_
nmod_ ⚠mpoly_ eval_ rest_ to_ n_ fq_ bpoly - _fq_
nmod_ ⚠mpoly_ factor_ separable - _fq_
nmod_ ⚠mpoly_ fit_ length - _fq_
nmod_ ⚠mpoly_ from_ fq_ nmod_ poly_ inflate - _fq_
nmod_ ⚠mpoly_ from_ univar - _fq_
nmod_ ⚠mpoly_ gcd_ algo - _fq_
nmod_ ⚠mpoly_ get_ lead0 - _fq_
nmod_ ⚠mpoly_ leadcoeff - _fq_
nmod_ ⚠mpoly_ monomial_ evals2_ cache - _fq_
nmod_ ⚠mpoly_ monomial_ evals_ cache - _fq_
nmod_ ⚠mpoly_ mul_ johnson - _fq_
nmod_ ⚠mpoly_ push_ exp_ ffmpz - _fq_
nmod_ ⚠mpoly_ push_ exp_ pfmpz - _fq_
nmod_ ⚠mpoly_ push_ exp_ ui - _fq_
nmod_ ⚠mpoly_ radix_ sort - _fq_
nmod_ ⚠mpoly_ radix_ sort1 - _fq_
nmod_ ⚠mpoly_ set_ coeff_ fq_ nmod_ fmpz - _fq_
nmod_ ⚠mpoly_ set_ fq_ nmod_ poly - _fq_
nmod_ ⚠mpoly_ set_ lead0 - _fq_
nmod_ ⚠mpoly_ set_ length - _fq_
nmod_ ⚠mpoly_ set_ n_ fq_ bpoly_ gen1_ zero - _fq_
nmod_ ⚠mpoly_ to_ fq_ nmod_ poly_ deflate - _fq_
nmod_ ⚠mpoly_ vec_ content_ mpoly - _fq_
nmod_ ⚠mpoly_ vec_ divexact_ mpoly - _fq_
nmod_ ⚠mpoly_ vec_ mul_ mpoly - _fq_
nmod_ ⚠mpolyu_ get_ coeff - _fq_
nmod_ ⚠norm - _fq_
nmod_ ⚠poly_ add - _fq_
nmod_ ⚠poly_ compose - _fq_
nmod_ ⚠poly_ compose_ mod - _fq_
nmod_ ⚠poly_ compose_ mod_ brent_ kung - _fq_
nmod_ ⚠poly_ compose_ mod_ brent_ kung_ precomp_ preinv - _fq_
nmod_ ⚠poly_ compose_ mod_ brent_ kung_ preinv - _fq_
nmod_ ⚠poly_ compose_ mod_ horner - _fq_
nmod_ ⚠poly_ compose_ mod_ horner_ preinv - _fq_
nmod_ ⚠poly_ compose_ mod_ preinv - _fq_
nmod_ ⚠poly_ derivative - _fq_
nmod_ ⚠poly_ div - _fq_
nmod_ ⚠poly_ div_ newton_ n_ preinv - _fq_
nmod_ ⚠poly_ div_ series - _fq_
nmod_ ⚠poly_ divides - _fq_
nmod_ ⚠poly_ divrem - _fq_
nmod_ ⚠poly_ divrem_ f - _fq_
nmod_ ⚠poly_ divrem_ newton_ n_ preinv - _fq_
nmod_ ⚠poly_ evaluate_ fq_ nmod - _fq_
nmod_ ⚠poly_ evaluate_ fq_ nmod_ vec - _fq_
nmod_ ⚠poly_ evaluate_ fq_ nmod_ vec_ fast - _fq_
nmod_ ⚠poly_ evaluate_ fq_ nmod_ vec_ fast_ precomp - _fq_
nmod_ ⚠poly_ evaluate_ fq_ nmod_ vec_ iter - _fq_
nmod_ ⚠poly_ fprint - _fq_
nmod_ ⚠poly_ fprint_ pretty - _fq_
nmod_ ⚠poly_ gcd - _fq_
nmod_ ⚠poly_ gcd_ euclidean - _fq_
nmod_ ⚠poly_ gcd_ euclidean_ f - _fq_
nmod_ ⚠poly_ get_ str - _fq_
nmod_ ⚠poly_ get_ str_ pretty - _fq_
nmod_ ⚠poly_ hamming_ weight - _fq_
nmod_ ⚠poly_ inv_ series - _fq_
nmod_ ⚠poly_ inv_ series_ newton - _fq_
nmod_ ⚠poly_ invsqrt_ series - _fq_
nmod_ ⚠poly_ is_ squarefree - _fq_
nmod_ ⚠poly_ make_ monic - _fq_
nmod_ ⚠poly_ mul - _fq_
nmod_ ⚠poly_ mul_ KS - _fq_
nmod_ ⚠poly_ mul_ classical - _fq_
nmod_ ⚠poly_ mul_ reorder - _fq_
nmod_ ⚠poly_ mul_ univariate - _fq_
nmod_ ⚠poly_ mulhigh - _fq_
nmod_ ⚠poly_ mulhigh_ classical - _fq_
nmod_ ⚠poly_ mullow - _fq_
nmod_ ⚠poly_ mullow_ KS - _fq_
nmod_ ⚠poly_ mullow_ classical - _fq_
nmod_ ⚠poly_ mullow_ univariate - _fq_
nmod_ ⚠poly_ mulmod - _fq_
nmod_ ⚠poly_ mulmod_ preinv - _fq_
nmod_ ⚠poly_ neg - _fq_
nmod_ ⚠poly_ normalise - _fq_
nmod_ ⚠poly_ normalise2 - _fq_
nmod_ ⚠poly_ pow - _fq_
nmod_ ⚠poly_ pow_ trunc - _fq_
nmod_ ⚠poly_ pow_ trunc_ binexp - _fq_
nmod_ ⚠poly_ powmod_ fmpz_ binexp - _fq_
nmod_ ⚠poly_ powmod_ fmpz_ binexp_ preinv - _fq_
nmod_ ⚠poly_ powmod_ fmpz_ sliding_ preinv - _fq_
nmod_ ⚠poly_ powmod_ ui_ binexp - _fq_
nmod_ ⚠poly_ powmod_ ui_ binexp_ preinv - _fq_
nmod_ ⚠poly_ powmod_ x_ fmpz_ preinv - _fq_
nmod_ ⚠poly_ precompute_ matrix - _fq_
nmod_ ⚠poly_ print - _fq_
nmod_ ⚠poly_ print_ pretty - _fq_
nmod_ ⚠poly_ reduce_ matrix_ mod_ poly - _fq_
nmod_ ⚠poly_ rem - _fq_
nmod_ ⚠poly_ reverse - _fq_
nmod_ ⚠poly_ scalar_ addmul_ fq_ nmod - _fq_
nmod_ ⚠poly_ scalar_ div_ fq_ nmod - _fq_
nmod_ ⚠poly_ scalar_ mul_ fq_ nmod - _fq_
nmod_ ⚠poly_ scalar_ submul_ fq_ nmod - _fq_
nmod_ ⚠poly_ set - _fq_
nmod_ ⚠poly_ set_ length - _fq_
nmod_ ⚠poly_ shift_ left - _fq_
nmod_ ⚠poly_ shift_ right - _fq_
nmod_ ⚠poly_ sqr - _fq_
nmod_ ⚠poly_ sqr_ KS - _fq_
nmod_ ⚠poly_ sqr_ classical - _fq_
nmod_ ⚠poly_ sqr_ reorder - _fq_
nmod_ ⚠poly_ sqrt - _fq_
nmod_ ⚠poly_ sqrt_ series - _fq_
nmod_ ⚠poly_ sub - _fq_
nmod_ ⚠poly_ tree_ alloc - _fq_
nmod_ ⚠poly_ tree_ build - _fq_
nmod_ ⚠poly_ tree_ free - _fq_
nmod_ ⚠poly_ xgcd - _fq_
nmod_ ⚠poly_ xgcd_ euclidean_ f - _fq_
nmod_ ⚠poly_ zero - _fq_
nmod_ ⚠pow - _fq_
nmod_ ⚠reduce - _fq_
nmod_ ⚠sparse_ reduce - _fq_
nmod_ ⚠trace - _fq_
nmod_ ⚠vec_ add - _fq_
nmod_ ⚠vec_ clear - _fq_
nmod_ ⚠vec_ dot - _fq_
nmod_ ⚠vec_ equal - _fq_
nmod_ ⚠vec_ fprint - _fq_
nmod_ ⚠vec_ init - _fq_
nmod_ ⚠vec_ is_ zero - _fq_
nmod_ ⚠vec_ neg - _fq_
nmod_ ⚠vec_ print - _fq_
nmod_ ⚠vec_ randtest - _fq_
nmod_ ⚠vec_ scalar_ addmul_ fq_ nmod - _fq_
nmod_ ⚠vec_ scalar_ mul_ fq_ nmod - _fq_
nmod_ ⚠vec_ scalar_ submul_ fq_ nmod - _fq_
nmod_ ⚠vec_ set - _fq_
nmod_ ⚠vec_ sub - _fq_
nmod_ ⚠vec_ swap - _fq_
nmod_ ⚠vec_ zero - _fq_
norm ⚠ - _fq_
poly_ ⚠add - _fq_
poly_ ⚠compose - _fq_
poly_ ⚠compose_ mod - _fq_
poly_ ⚠compose_ mod_ brent_ kung - _fq_
poly_ ⚠compose_ mod_ brent_ kung_ precomp_ preinv - _fq_
poly_ ⚠compose_ mod_ brent_ kung_ preinv - _fq_
poly_ ⚠compose_ mod_ horner - _fq_
poly_ ⚠compose_ mod_ horner_ preinv - _fq_
poly_ ⚠compose_ mod_ preinv - _fq_
poly_ ⚠derivative - _fq_
poly_ ⚠div - _fq_
poly_ ⚠div_ newton_ n_ preinv - _fq_
poly_ ⚠div_ series - _fq_
poly_ ⚠divides - _fq_
poly_ ⚠divrem - _fq_
poly_ ⚠divrem_ f - _fq_
poly_ ⚠divrem_ newton_ n_ preinv - _fq_
poly_ ⚠evaluate_ fq - _fq_
poly_ ⚠evaluate_ fq_ vec - _fq_
poly_ ⚠evaluate_ fq_ vec_ fast - _fq_
poly_ ⚠evaluate_ fq_ vec_ fast_ precomp - _fq_
poly_ ⚠evaluate_ fq_ vec_ iter - _fq_
poly_ ⚠fprint - _fq_
poly_ ⚠fprint_ pretty - _fq_
poly_ ⚠gcd - _fq_
poly_ ⚠gcd_ euclidean - _fq_
poly_ ⚠gcd_ euclidean_ f - _fq_
poly_ ⚠get_ str - _fq_
poly_ ⚠get_ str_ pretty - _fq_
poly_ ⚠hamming_ weight - _fq_
poly_ ⚠inv_ series - _fq_
poly_ ⚠inv_ series_ newton - _fq_
poly_ ⚠invsqrt_ series - _fq_
poly_ ⚠is_ squarefree - _fq_
poly_ ⚠make_ monic - _fq_
poly_ ⚠mul - _fq_
poly_ ⚠mul_ KS - _fq_
poly_ ⚠mul_ classical - _fq_
poly_ ⚠mul_ reorder - _fq_
poly_ ⚠mul_ univariate - _fq_
poly_ ⚠mulhigh - _fq_
poly_ ⚠mulhigh_ classical - _fq_
poly_ ⚠mullow - _fq_
poly_ ⚠mullow_ KS - _fq_
poly_ ⚠mullow_ classical - _fq_
poly_ ⚠mullow_ univariate - _fq_
poly_ ⚠mulmod - _fq_
poly_ ⚠mulmod_ preinv - _fq_
poly_ ⚠neg - _fq_
poly_ ⚠normalise - _fq_
poly_ ⚠normalise2 - _fq_
poly_ ⚠pow - _fq_
poly_ ⚠pow_ trunc - _fq_
poly_ ⚠pow_ trunc_ binexp - _fq_
poly_ ⚠powmod_ fmpz_ binexp - _fq_
poly_ ⚠powmod_ fmpz_ binexp_ preinv - _fq_
poly_ ⚠powmod_ fmpz_ sliding_ preinv - _fq_
poly_ ⚠powmod_ ui_ binexp - _fq_
poly_ ⚠powmod_ ui_ binexp_ preinv - _fq_
poly_ ⚠powmod_ x_ fmpz_ preinv - _fq_
poly_ ⚠precompute_ matrix - _fq_
poly_ ⚠print - _fq_
poly_ ⚠print_ pretty - _fq_
poly_ ⚠reduce_ matrix_ mod_ poly - _fq_
poly_ ⚠rem - _fq_
poly_ ⚠reverse - _fq_
poly_ ⚠scalar_ addmul_ fq - _fq_
poly_ ⚠scalar_ div_ fq - _fq_
poly_ ⚠scalar_ mul_ fq - _fq_
poly_ ⚠scalar_ submul_ fq - _fq_
poly_ ⚠set - _fq_
poly_ ⚠set_ length - _fq_
poly_ ⚠shift_ left - _fq_
poly_ ⚠shift_ right - _fq_
poly_ ⚠sqr - _fq_
poly_ ⚠sqr_ KS - _fq_
poly_ ⚠sqr_ classical - _fq_
poly_ ⚠sqr_ reorder - _fq_
poly_ ⚠sqrt - _fq_
poly_ ⚠sqrt_ series - _fq_
poly_ ⚠sub - _fq_
poly_ ⚠tree_ alloc - _fq_
poly_ ⚠tree_ build - _fq_
poly_ ⚠tree_ free - _fq_
poly_ ⚠xgcd - _fq_
poly_ ⚠xgcd_ euclidean_ f - _fq_
poly_ ⚠zero - _fq_pow⚠
- _fq_
reduce ⚠ - _fq_
sparse_ ⚠reduce - _fq_
trace ⚠ - _fq_
vec_ ⚠add - _fq_
vec_ ⚠clear - _fq_
vec_ ⚠dot - _fq_
vec_ ⚠equal - _fq_
vec_ ⚠fprint - _fq_
vec_ ⚠init - _fq_
vec_ ⚠is_ zero - _fq_
vec_ ⚠neg - _fq_
vec_ ⚠print - _fq_
vec_ ⚠randtest - _fq_
vec_ ⚠scalar_ addmul_ fq - _fq_
vec_ ⚠scalar_ mul_ fq - _fq_
vec_ ⚠scalar_ submul_ fq - _fq_
vec_ ⚠set - _fq_
vec_ ⚠sub - _fq_
vec_ ⚠swap - _fq_
vec_ ⚠zero - _fq_
zech_ ⚠ctx_ init_ conway - _fq_
zech_ ⚠ctx_ init_ conway_ ui - _fq_
zech_ ⚠embed_ gens_ allombert - _fq_
zech_ ⚠embed_ gens_ naive - _fq_
zech_ ⚠mpoly_ add - _fq_
zech_ ⚠mpoly_ compose_ mat - _fq_
zech_ ⚠mpoly_ eval_ all_ fq_ zech - _fq_
zech_ ⚠mpoly_ eval_ rest_ fq_ zech_ poly - _fq_
zech_ ⚠mpoly_ eval_ to_ bpoly - _fq_
zech_ ⚠mpoly_ fit_ length - _fq_
zech_ ⚠mpoly_ gcd - _fq_
zech_ ⚠mpoly_ gcd_ cofactors - _fq_
zech_ ⚠mpoly_ get_ fq_ nmod_ mpoly - _fq_
zech_ ⚠mpoly_ get_ lead0 - _fq_
zech_ ⚠mpoly_ get_ nmod_ mpoly - Internal functions (guaranteed to change without notice)
- _fq_
zech_ ⚠mpoly_ monomial_ evals - _fq_
zech_ ⚠mpoly_ mul_ johnson - _fq_
zech_ ⚠mpoly_ push_ exp_ ffmpz - _fq_
zech_ ⚠mpoly_ push_ exp_ pfmpz - _fq_
zech_ ⚠mpoly_ push_ exp_ ui - _fq_
zech_ ⚠mpoly_ radix_ sort - _fq_
zech_ ⚠mpoly_ radix_ sort1 - _fq_
zech_ ⚠mpoly_ set_ coeff_ fq_ zech_ fmpz - _fq_
zech_ ⚠mpoly_ set_ fq_ nmod_ mpoly - _fq_
zech_ ⚠mpoly_ set_ fq_ zech_ bpoly_ var1_ zero - _fq_
zech_ ⚠mpoly_ set_ fq_ zech_ poly - _fq_
zech_ ⚠mpoly_ set_ lead0 - _fq_
zech_ ⚠mpoly_ set_ length - _fq_
zech_ ⚠mpoly_ set_ nmod_ mpoly - _fq_
zech_ ⚠poly_ add - _fq_
zech_ ⚠poly_ compose - _fq_
zech_ ⚠poly_ compose_ mod - _fq_
zech_ ⚠poly_ compose_ mod_ brent_ kung - _fq_
zech_ ⚠poly_ compose_ mod_ brent_ kung_ precomp_ preinv - _fq_
zech_ ⚠poly_ compose_ mod_ brent_ kung_ preinv - _fq_
zech_ ⚠poly_ compose_ mod_ horner - _fq_
zech_ ⚠poly_ compose_ mod_ horner_ preinv - _fq_
zech_ ⚠poly_ compose_ mod_ preinv - _fq_
zech_ ⚠poly_ derivative - _fq_
zech_ ⚠poly_ div - _fq_
zech_ ⚠poly_ div_ newton_ n_ preinv - _fq_
zech_ ⚠poly_ div_ series - _fq_
zech_ ⚠poly_ divides - _fq_
zech_ ⚠poly_ divrem - _fq_
zech_ ⚠poly_ divrem_ f - _fq_
zech_ ⚠poly_ divrem_ newton_ n_ preinv - _fq_
zech_ ⚠poly_ evaluate_ fq_ zech - _fq_
zech_ ⚠poly_ evaluate_ fq_ zech_ vec - _fq_
zech_ ⚠poly_ evaluate_ fq_ zech_ vec_ fast - _fq_
zech_ ⚠poly_ evaluate_ fq_ zech_ vec_ fast_ precomp - _fq_
zech_ ⚠poly_ evaluate_ fq_ zech_ vec_ iter - _fq_
zech_ ⚠poly_ fprint - _fq_
zech_ ⚠poly_ fprint_ pretty - _fq_
zech_ ⚠poly_ gcd - _fq_
zech_ ⚠poly_ gcd_ euclidean - _fq_
zech_ ⚠poly_ gcd_ euclidean_ f - _fq_
zech_ ⚠poly_ get_ str - _fq_
zech_ ⚠poly_ get_ str_ pretty - _fq_
zech_ ⚠poly_ hamming_ weight - _fq_
zech_ ⚠poly_ inv_ series - _fq_
zech_ ⚠poly_ inv_ series_ newton - _fq_
zech_ ⚠poly_ invsqrt_ series - _fq_
zech_ ⚠poly_ is_ squarefree - _fq_
zech_ ⚠poly_ make_ monic - _fq_
zech_ ⚠poly_ mul - _fq_
zech_ ⚠poly_ mul_ KS - _fq_
zech_ ⚠poly_ mul_ classical - _fq_
zech_ ⚠poly_ mul_ reorder - _fq_
zech_ ⚠poly_ mul_ univariate - _fq_
zech_ ⚠poly_ mulhigh - _fq_
zech_ ⚠poly_ mulhigh_ classical - _fq_
zech_ ⚠poly_ mullow - _fq_
zech_ ⚠poly_ mullow_ KS - _fq_
zech_ ⚠poly_ mullow_ classical - _fq_
zech_ ⚠poly_ mullow_ univariate - _fq_
zech_ ⚠poly_ mulmod - _fq_
zech_ ⚠poly_ mulmod_ preinv - _fq_
zech_ ⚠poly_ neg - _fq_
zech_ ⚠poly_ normalise - _fq_
zech_ ⚠poly_ normalise2 - _fq_
zech_ ⚠poly_ pow - _fq_
zech_ ⚠poly_ pow_ trunc - _fq_
zech_ ⚠poly_ pow_ trunc_ binexp - _fq_
zech_ ⚠poly_ powmod_ fmpz_ binexp - _fq_
zech_ ⚠poly_ powmod_ fmpz_ binexp_ preinv - _fq_
zech_ ⚠poly_ powmod_ fmpz_ sliding_ preinv - _fq_
zech_ ⚠poly_ powmod_ ui_ binexp - _fq_
zech_ ⚠poly_ powmod_ ui_ binexp_ preinv - _fq_
zech_ ⚠poly_ powmod_ x_ fmpz_ preinv - _fq_
zech_ ⚠poly_ precompute_ matrix - _fq_
zech_ ⚠poly_ print - _fq_
zech_ ⚠poly_ print_ pretty - _fq_
zech_ ⚠poly_ reduce_ matrix_ mod_ poly - _fq_
zech_ ⚠poly_ rem - _fq_
zech_ ⚠poly_ reverse - _fq_
zech_ ⚠poly_ scalar_ addmul_ fq_ zech - _fq_
zech_ ⚠poly_ scalar_ div_ fq_ zech - _fq_
zech_ ⚠poly_ scalar_ mul_ fq_ zech - _fq_
zech_ ⚠poly_ scalar_ submul_ fq_ zech - _fq_
zech_ ⚠poly_ set - _fq_
zech_ ⚠poly_ set_ length - _fq_
zech_ ⚠poly_ shift_ left - _fq_
zech_ ⚠poly_ shift_ right - _fq_
zech_ ⚠poly_ sqr - _fq_
zech_ ⚠poly_ sqr_ KS - _fq_
zech_ ⚠poly_ sqr_ classical - _fq_
zech_ ⚠poly_ sqr_ reorder - _fq_
zech_ ⚠poly_ sqrt - _fq_
zech_ ⚠poly_ sqrt_ series - _fq_
zech_ ⚠poly_ sub - _fq_
zech_ ⚠poly_ tree_ alloc - _fq_
zech_ ⚠poly_ tree_ build - _fq_
zech_ ⚠poly_ tree_ free - _fq_
zech_ ⚠poly_ xgcd - _fq_
zech_ ⚠poly_ xgcd_ euclidean_ f - _fq_
zech_ ⚠poly_ zero - _fq_
zech_ ⚠pow - _fq_
zech_ ⚠vec_ add - _fq_
zech_ ⚠vec_ clear - _fq_
zech_ ⚠vec_ dot - _fq_
zech_ ⚠vec_ equal - _fq_
zech_ ⚠vec_ fprint - _fq_
zech_ ⚠vec_ init - _fq_
zech_ ⚠vec_ is_ zero - _fq_
zech_ ⚠vec_ neg - _fq_
zech_ ⚠vec_ print - _fq_
zech_ ⚠vec_ randtest - _fq_
zech_ ⚠vec_ scalar_ addmul_ fq_ zech - _fq_
zech_ ⚠vec_ scalar_ mul_ fq_ zech - _fq_
zech_ ⚠vec_ scalar_ submul_ fq_ zech - _fq_
zech_ ⚠vec_ set - _fq_
zech_ ⚠vec_ sub - _fq_
zech_ ⚠vec_ swap - _fq_
zech_ ⚠vec_ zero - _gr_
ctx_ ⚠get_ real_ prec - _gr_
ctx_ ⚠init_ ca_ from_ ref - _gr_
ctx_ ⚠init_ fmpz_ mod_ from_ ref - _gr_
ctx_ ⚠init_ fq_ from_ ref - _gr_
ctx_ ⚠init_ fq_ nmod_ from_ ref - _gr_
ctx_ ⚠init_ fq_ zech_ from_ ref - _gr_
ctx_ ⚠init_ mpn_ mod - _gr_
ctx_ ⚠init_ nf_ from_ ref - _gr_
ctx_ ⚠init_ nmod - _gr_
ctx_ ⚠qqbar_ set_ limits - _gr_
fmpz_ ⚠poly_ evaluate - _gr_
fmpz_ ⚠poly_ evaluate_ horner - _gr_
fmpz_ ⚠poly_ evaluate_ rectangular - _gr_
length ⚠ - _gr_
mat_ ⚠charpoly - _gr_
mat_ ⚠charpoly_ berkowitz - _gr_
mat_ ⚠charpoly_ danilevsky - _gr_
mat_ ⚠charpoly_ danilevsky_ inplace - _gr_
mat_ ⚠charpoly_ faddeev - _gr_
mat_ ⚠charpoly_ faddeev_ bsgs - _gr_
mat_ ⚠charpoly_ from_ hessenberg - _gr_
mat_ ⚠charpoly_ gauss - _gr_
mat_ ⚠charpoly_ householder - _gr_
mat_ ⚠gr_ poly_ evaluate - _gr_
mpoly_ ⚠fit_ length - _gr_
mpoly_ ⚠push_ exp_ fmpz - _gr_
mpoly_ ⚠push_ exp_ ui - _gr_
mpoly_ ⚠randtest_ default - _gr_
mpoly_ ⚠set_ length - _gr_
other_ ⚠add_ vec - _gr_
other_ ⚠div_ vec - _gr_
other_ ⚠divexact_ vec - _gr_
other_ ⚠mul_ vec - _gr_
other_ ⚠pow_ vec - _gr_
other_ ⚠sub_ vec - _gr_
poly_ ⚠acos_ series - _gr_
poly_ ⚠acosh_ series - _gr_
poly_ ⚠add - _gr_
poly_ ⚠asin_ series - _gr_
poly_ ⚠asinh_ series - _gr_
poly_ ⚠atan_ series - _gr_
poly_ ⚠atanh_ series - _gr_
poly_ ⚠compose - _gr_
poly_ ⚠compose_ divconquer - _gr_
poly_ ⚠compose_ horner - _gr_
poly_ ⚠compose_ series - _gr_
poly_ ⚠compose_ series_ brent_ kung - _gr_
poly_ ⚠compose_ series_ divconquer - _gr_
poly_ ⚠compose_ series_ horner - _gr_
poly_ ⚠derivative - _gr_
poly_ ⚠div - _gr_
poly_ ⚠div_ basecase - _gr_
poly_ ⚠div_ basecase_ noinv - _gr_
poly_ ⚠div_ basecase_ preinv1 - _gr_
poly_ ⚠div_ divconquer - _gr_
poly_ ⚠div_ divconquer_ noinv - _gr_
poly_ ⚠div_ divconquer_ preinv1 - _gr_
poly_ ⚠div_ generic - _gr_
poly_ ⚠div_ newton - _gr_
poly_ ⚠div_ series - _gr_
poly_ ⚠div_ series_ basecase - _gr_
poly_ ⚠div_ series_ basecase_ generic - _gr_
poly_ ⚠div_ series_ basecase_ noinv - _gr_
poly_ ⚠div_ series_ basecase_ preinv1 - _gr_
poly_ ⚠div_ series_ divconquer - _gr_
poly_ ⚠div_ series_ generic - _gr_
poly_ ⚠div_ series_ invmul - _gr_
poly_ ⚠div_ series_ newton - _gr_
poly_ ⚠divexact - _gr_
poly_ ⚠divexact_ basecase - _gr_
poly_ ⚠divexact_ basecase_ bidirectional - _gr_
poly_ ⚠divexact_ basecase_ noinv - _gr_
poly_ ⚠divexact_ bidirectional - _gr_
poly_ ⚠divexact_ generic - _gr_
poly_ ⚠divexact_ series_ basecase - _gr_
poly_ ⚠divexact_ series_ basecase_ noinv - _gr_
poly_ ⚠divrem - _gr_
poly_ ⚠divrem_ basecase - _gr_
poly_ ⚠divrem_ basecase_ noinv - _gr_
poly_ ⚠divrem_ basecase_ preinv1 - _gr_
poly_ ⚠divrem_ divconquer - _gr_
poly_ ⚠divrem_ divconquer_ noinv - _gr_
poly_ ⚠divrem_ divconquer_ preinv1 - _gr_
poly_ ⚠divrem_ generic - _gr_
poly_ ⚠divrem_ newton - _gr_
poly_ ⚠equal - _gr_
poly_ ⚠evaluate - _gr_
poly_ ⚠evaluate_ horner - _gr_
poly_ ⚠evaluate_ modular - _gr_
poly_ ⚠evaluate_ other - _gr_
poly_ ⚠evaluate_ other_ horner - _gr_
poly_ ⚠evaluate_ other_ rectangular - _gr_
poly_ ⚠evaluate_ rectangular - _gr_
poly_ ⚠evaluate_ vec_ fast - _gr_
poly_ ⚠evaluate_ vec_ fast_ precomp - _gr_
poly_ ⚠evaluate_ vec_ iter - _gr_
poly_ ⚠exp_ series - _gr_
poly_ ⚠exp_ series_ basecase - _gr_
poly_ ⚠exp_ series_ basecase_ mul - _gr_
poly_ ⚠exp_ series_ generic - _gr_
poly_ ⚠exp_ series_ newton - _gr_
poly_ ⚠gcd - _gr_
poly_ ⚠gcd_ euclidean - _gr_
poly_ ⚠gcd_ generic - _gr_
poly_ ⚠gcd_ hgcd - _gr_
poly_ ⚠hgcd - _gr_
poly_ ⚠integral - _gr_
poly_ ⚠inv_ series - _gr_
poly_ ⚠inv_ series_ basecase - _gr_
poly_ ⚠inv_ series_ basecase_ generic - _gr_
poly_ ⚠inv_ series_ basecase_ preinv1 - _gr_
poly_ ⚠inv_ series_ generic - _gr_
poly_ ⚠inv_ series_ newton - _gr_
poly_ ⚠is_ monic - _gr_
poly_ ⚠log1p_ series - _gr_
poly_ ⚠log_ series - _gr_
poly_ ⚠make_ monic - _gr_
poly_ ⚠mul - _gr_
poly_ ⚠mul_ karatsuba - _gr_
poly_ ⚠mul_ toom33 - _gr_
poly_ ⚠mullow - _gr_
poly_ ⚠mullow_ generic - _gr_
poly_ ⚠normalise - _gr_
poly_ ⚠nth_ derivative - _gr_
poly_ ⚠pow_ series_ fmpq_ recurrence - _gr_
poly_ ⚠pow_ series_ ui - _gr_
poly_ ⚠pow_ series_ ui_ binexp - _gr_
poly_ ⚠pow_ ui - _gr_
poly_ ⚠pow_ ui_ binexp - _gr_
poly_ ⚠refine_ roots_ aberth - _gr_
poly_ ⚠refine_ roots_ wdk - _gr_
poly_ ⚠rem - _gr_
poly_ ⚠resultant - _gr_
poly_ ⚠resultant_ euclidean - _gr_
poly_ ⚠resultant_ hgcd - _gr_
poly_ ⚠resultant_ small - _gr_
poly_ ⚠resultant_ sylvester - _gr_
poly_ ⚠reverse - _gr_
poly_ ⚠revert_ series - _gr_
poly_ ⚠revert_ series_ lagrange - _gr_
poly_ ⚠revert_ series_ lagrange_ fast - _gr_
poly_ ⚠revert_ series_ newton - _gr_
poly_ ⚠rsqrt_ series - _gr_
poly_ ⚠rsqrt_ series_ basecase - _gr_
poly_ ⚠rsqrt_ series_ generic - _gr_
poly_ ⚠rsqrt_ series_ miller - _gr_
poly_ ⚠rsqrt_ series_ newton - _gr_
poly_ ⚠set_ length - _gr_
poly_ ⚠shift_ left - _gr_
poly_ ⚠shift_ right - _gr_
poly_ ⚠sin_ cos_ series_ basecase - _gr_
poly_ ⚠sin_ cos_ series_ tangent - _gr_
poly_ ⚠sqrt_ series - _gr_
poly_ ⚠sqrt_ series_ basecase - _gr_
poly_ ⚠sqrt_ series_ generic - _gr_
poly_ ⚠sqrt_ series_ miller - _gr_
poly_ ⚠sqrt_ series_ newton - _gr_
poly_ ⚠sub - _gr_
poly_ ⚠tan_ series - _gr_
poly_ ⚠tan_ series_ basecase - _gr_
poly_ ⚠tan_ series_ newton - _gr_
poly_ ⚠taylor_ shift - _gr_
poly_ ⚠taylor_ shift_ convolution - _gr_
poly_ ⚠taylor_ shift_ divconquer - _gr_
poly_ ⚠taylor_ shift_ generic - _gr_
poly_ ⚠taylor_ shift_ horner - _gr_
poly_ ⚠test_ div - _gr_
poly_ ⚠test_ div_ series - _gr_
poly_ ⚠test_ divrem - _gr_
poly_ ⚠test_ gcd - _gr_
poly_ ⚠test_ inv_ series - _gr_
poly_ ⚠test_ mullow - _gr_
poly_ ⚠test_ xgcd - _gr_
poly_ ⚠tree_ alloc - _gr_
poly_ ⚠tree_ build - _gr_
poly_ ⚠tree_ free - _gr_
poly_ ⚠xgcd - _gr_
poly_ ⚠xgcd_ euclidean - _gr_
poly_ ⚠xgcd_ generic - _gr_
poly_ ⚠xgcd_ hgcd - _gr_
scalar_ ⚠add_ vec - _gr_
scalar_ ⚠div_ vec - _gr_
scalar_ ⚠divexact_ vec - _gr_
scalar_ ⚠mul_ vec - _gr_
scalar_ ⚠other_ add_ vec - _gr_
scalar_ ⚠other_ div_ vec - _gr_
scalar_ ⚠other_ divexact_ vec - _gr_
scalar_ ⚠other_ mul_ vec - _gr_
scalar_ ⚠other_ pow_ vec - _gr_
scalar_ ⚠other_ sub_ vec - _gr_
scalar_ ⚠pow_ vec - _gr_
scalar_ ⚠sub_ vec - _gr_
vec_ ⚠add - _gr_
vec_ ⚠add_ other - _gr_
vec_ ⚠add_ scalar - _gr_
vec_ ⚠add_ scalar_ fmpq - _gr_
vec_ ⚠add_ scalar_ fmpz - _gr_
vec_ ⚠add_ scalar_ other - _gr_
vec_ ⚠add_ scalar_ si - _gr_
vec_ ⚠add_ scalar_ ui - _gr_
vec_ ⚠addmul_ scalar - _gr_
vec_ ⚠addmul_ scalar_ si - _gr_
vec_ ⚠clear - _gr_
vec_ ⚠div - _gr_
vec_ ⚠div_ other - _gr_
vec_ ⚠div_ scalar - _gr_
vec_ ⚠div_ scalar_ fmpq - _gr_
vec_ ⚠div_ scalar_ fmpz - _gr_
vec_ ⚠div_ scalar_ other - _gr_
vec_ ⚠div_ scalar_ si - _gr_
vec_ ⚠div_ scalar_ ui - _gr_
vec_ ⚠divexact - _gr_
vec_ ⚠divexact_ other - _gr_
vec_ ⚠divexact_ scalar - _gr_
vec_ ⚠divexact_ scalar_ fmpq - _gr_
vec_ ⚠divexact_ scalar_ fmpz - _gr_
vec_ ⚠divexact_ scalar_ other - _gr_
vec_ ⚠divexact_ scalar_ si - _gr_
vec_ ⚠divexact_ scalar_ ui - _gr_
vec_ ⚠dot - _gr_
vec_ ⚠dot_ fmpz - _gr_
vec_ ⚠dot_ rev - _gr_
vec_ ⚠dot_ si - _gr_
vec_ ⚠dot_ ui - _gr_
vec_ ⚠equal - _gr_
vec_ ⚠init - _gr_
vec_ ⚠is_ zero - _gr_
vec_ ⚠mul - _gr_
vec_ ⚠mul_ other - _gr_
vec_ ⚠mul_ scalar - _gr_
vec_ ⚠mul_ scalar_ 2exp_ si - _gr_
vec_ ⚠mul_ scalar_ fmpq - _gr_
vec_ ⚠mul_ scalar_ fmpz - _gr_
vec_ ⚠mul_ scalar_ other - _gr_
vec_ ⚠mul_ scalar_ si - _gr_
vec_ ⚠mul_ scalar_ ui - _gr_
vec_ ⚠neg - _gr_
vec_ ⚠normalise - _gr_
vec_ ⚠normalise_ weak - _gr_
vec_ ⚠pow - _gr_
vec_ ⚠pow_ other - _gr_
vec_ ⚠pow_ scalar - _gr_
vec_ ⚠pow_ scalar_ fmpq - _gr_
vec_ ⚠pow_ scalar_ fmpz - _gr_
vec_ ⚠pow_ scalar_ other - _gr_
vec_ ⚠pow_ scalar_ si - _gr_
vec_ ⚠pow_ scalar_ ui - _gr_
vec_ ⚠print - _gr_
vec_ ⚠product - _gr_
vec_ ⚠product_ bsplit - _gr_
vec_ ⚠product_ bsplit_ parallel - _gr_
vec_ ⚠product_ generic - _gr_
vec_ ⚠product_ parallel - _gr_
vec_ ⚠product_ serial - _gr_
vec_ ⚠randtest - _gr_
vec_ ⚠reciprocals - _gr_
vec_ ⚠set - _gr_
vec_ ⚠set_ powers - _gr_
vec_ ⚠step - _gr_
vec_ ⚠sub - _gr_
vec_ ⚠sub_ other - _gr_
vec_ ⚠sub_ scalar - _gr_
vec_ ⚠sub_ scalar_ fmpq - _gr_
vec_ ⚠sub_ scalar_ fmpz - _gr_
vec_ ⚠sub_ scalar_ other - _gr_
vec_ ⚠sub_ scalar_ si - _gr_
vec_ ⚠sub_ scalar_ ui - _gr_
vec_ ⚠submul_ scalar - _gr_
vec_ ⚠submul_ scalar_ si - _gr_
vec_ ⚠sum - _gr_
vec_ ⚠sum_ bsplit - _gr_
vec_ ⚠sum_ bsplit_ parallel - _gr_
vec_ ⚠sum_ generic - _gr_
vec_ ⚠sum_ parallel - _gr_
vec_ ⚠sum_ serial - _gr_
vec_ ⚠swap - _gr_
vec_ ⚠write - _gr_
vec_ ⚠zero - _mag_
vec_ ⚠clear - _mag_
vec_ ⚠init - _mpf_
vec_ ⚠clear - _mpf_
vec_ ⚠dot2 - _mpf_
vec_ ⚠init - _mpf_
vec_ ⚠norm - _mpf_
vec_ ⚠norm2 - _mpf_
vec_ ⚠set_ fmpz_ vec - _mpn_
mod_ ⚠poly_ div - _mpn_
mod_ ⚠poly_ div_ series - _mpn_
mod_ ⚠poly_ divrem - _mpn_
mod_ ⚠poly_ divrem_ basecase - _mpn_
mod_ ⚠poly_ divrem_ basecase_ preinv1 - _mpn_
mod_ ⚠poly_ gcd - _mpn_
mod_ ⚠poly_ inv_ series - _mpn_
mod_ ⚠poly_ mullow - _mpn_
mod_ ⚠poly_ mullow_ KS - _mpn_
mod_ ⚠poly_ mullow_ classical - _mpn_
mod_ ⚠poly_ mullow_ fft_ small - _mpn_
mod_ ⚠poly_ mullow_ karatsuba - _mpn_
mod_ ⚠poly_ xgcd - _mpn_
mod_ ⚠scalar_ mul_ vec - _mpn_
mod_ ⚠vec_ add - _mpn_
mod_ ⚠vec_ addmul_ scalar - _mpn_
mod_ ⚠vec_ clear - _mpn_
mod_ ⚠vec_ dot - _mpn_
mod_ ⚠vec_ dot_ rev - _mpn_
mod_ ⚠vec_ mul - _mpn_
mod_ ⚠vec_ mul_ scalar - _mpn_
mod_ ⚠vec_ neg - _mpn_
mod_ ⚠vec_ set - _mpn_
mod_ ⚠vec_ sub - _mpn_
mod_ ⚠vec_ swap - _mpn_
mod_ ⚠vec_ zero - _mpoly_
bidegree ⚠ - _mpoly_
compress_ ⚠exps - _mpoly_
gen_ ⚠shift_ left - _mpoly_
gen_ ⚠shift_ right - _mpoly_
gen_ ⚠shift_ right_ fmpz - _mpoly_
heap_ ⚠insert - _mpoly_
heap_ ⚠insert1 - _mpoly_
heap_ ⚠pop - _mpoly_
heap_ ⚠pop1 - _mpoly_
test_ ⚠irreducible - _n_
bpoly_ ⚠set - _n_
fq_ ⚠add - _n_
fq_ ⚠addmul - _n_
fq_ ⚠dot_ lazy_ size - _n_
fq_ ⚠equal - _n_
fq_ ⚠inv - _n_
fq_ ⚠is_ one - _n_
fq_ ⚠is_ ui - _n_
fq_ ⚠is_ zero - _n_
fq_ ⚠madd2 - _n_
fq_ ⚠madd2_ lazy1 - _n_
fq_ ⚠madd2_ lazy2 - _n_
fq_ ⚠madd2_ lazy3 - _n_
fq_ ⚠mul - _n_
fq_ ⚠mul2 - _n_
fq_ ⚠mul2_ lazy1 - _n_
fq_ ⚠mul2_ lazy2 - _n_
fq_ ⚠mul2_ lazy3 - _n_
fq_ ⚠mul_ ui - _n_
fq_ ⚠neg - _n_
fq_ ⚠one - _n_
fq_ ⚠poly_ mul_ - _n_
fq_ ⚠poly_ normalise - _n_
fq_ ⚠poly_ one - _n_
fq_ ⚠pow_ ui - _n_
fq_ ⚠reduce - _n_
fq_ ⚠reduce2 - _n_
fq_ ⚠reduce2_ lazy1 - _n_
fq_ ⚠reduce2_ lazy2 - _n_
fq_ ⚠reduce2_ lazy3 - _n_
fq_ ⚠set - _n_
fq_ ⚠set_ n_ poly - _n_
fq_ ⚠set_ nmod - _n_
fq_ ⚠sub - _n_
fq_ ⚠swap - _n_
fq_ ⚠zero - _n_
fq_ ⚠zip_ eval_ step - _n_
fq_ ⚠zip_ vand_ solve - _n_
fqp_ ⚠zip_ eval_ step - _n_
fqp_ ⚠zip_ vand_ solve - _n_
jacobi_ ⚠unsigned - _n_
poly_ ⚠eval_ pow - _n_
poly_ ⚠mod_ div - _n_
poly_ ⚠mod_ divexact - _n_
poly_ ⚠mod_ divrem - _n_
poly_ ⚠mod_ mul - _n_
poly_ ⚠mod_ rem - _n_
poly_ ⚠mod_ scalar_ mul_ nmod - _n_
poly_ ⚠mod_ scalar_ mul_ nmod_ inplace - _n_
poly_ ⚠normalise - _n_
poly_ ⚠vec_ max_ degree - _n_
poly_ ⚠vec_ mod_ content - _n_
poly_ ⚠vec_ mod_ divexact_ poly - _n_
poly_ ⚠vec_ mod_ mul_ poly - _n_
poly_ ⚠vec_ mod_ remove_ content - _n_
poly_ ⚠vec_ mul_ nmod_ intertible - _n_
pow_ ⚠check - _nf_
elem_ ⚠add - _nf_
elem_ ⚠add_ lf - _nf_
elem_ ⚠add_ qf - _nf_
elem_ ⚠div - _nf_
elem_ ⚠equal - _nf_
elem_ ⚠get_ fmpz_ mod_ poly - _nf_
elem_ ⚠get_ nmod_ poly - _nf_
elem_ ⚠inv - _nf_
elem_ ⚠invertible_ check - _nf_
elem_ ⚠mod_ fmpz - _nf_
elem_ ⚠mul - _nf_
elem_ ⚠mul_ red - _nf_
elem_ ⚠norm - _nf_
elem_ ⚠norm_ div - _nf_
elem_ ⚠pow - _nf_
elem_ ⚠reduce - _nf_
elem_ ⚠set_ coeff_ num_ fmpz - _nf_
elem_ ⚠sub - _nf_
elem_ ⚠sub_ lf - _nf_
elem_ ⚠sub_ qf - _nf_
elem_ ⚠trace - _nfixed_
complex_ ⚠mat_ mul_ bound - _nfixed_
dot_ ⚠2 - _nfixed_
dot_ ⚠3 - _nfixed_
dot_ ⚠4 - _nfixed_
dot_ ⚠5 - _nfixed_
dot_ ⚠6 - _nfixed_
dot_ ⚠7 - _nfixed_
dot_ ⚠8 - _nfixed_
mat_ ⚠mul - _nfixed_
mat_ ⚠mul_ bound - _nfixed_
mat_ ⚠mul_ bound_ classical - _nfixed_
mat_ ⚠mul_ bound_ strassen - _nfixed_
mat_ ⚠mul_ bound_ waksman - _nfixed_
mat_ ⚠mul_ classical - _nfixed_
mat_ ⚠mul_ classical_ precise - _nfixed_
mat_ ⚠mul_ strassen - _nfixed_
mat_ ⚠mul_ waksman - _nfixed_
print ⚠ - _nfixed_
vec_ ⚠add - _nfixed_
vec_ ⚠sub - _nfloat_
add_ ⚠1 - _nfloat_
add_ ⚠2 - _nfloat_
add_ ⚠3 - _nfloat_
add_ ⚠4 - _nfloat_
add_ ⚠n - _nfloat_
cmp ⚠ - _nfloat_
cmpabs ⚠ - _nfloat_
complex_ ⚠mul_ karatsuba - _nfloat_
complex_ ⚠mul_ naive - _nfloat_
complex_ ⚠mul_ standard - _nfloat_
complex_ ⚠sqr - _nfloat_
complex_ ⚠sqr_ karatsuba - _nfloat_
complex_ ⚠sqr_ naive - _nfloat_
complex_ ⚠sqr_ standard - _nfloat_
complex_ ⚠vec_ add - _nfloat_
complex_ ⚠vec_ clear - _nfloat_
complex_ ⚠vec_ dot - _nfloat_
complex_ ⚠vec_ dot_ rev - _nfloat_
complex_ ⚠vec_ init - _nfloat_
complex_ ⚠vec_ set - _nfloat_
complex_ ⚠vec_ sub - _nfloat_
complex_ ⚠vec_ zero - _nfloat_
ctx_ ⚠get_ real_ prec - _nfloat_
ctx_ ⚠set_ real_ prec - _nfloat_
overflow ⚠ - _nfloat_
set_ ⚠mpn_ 2exp - _nfloat_
sub_ ⚠1 - _nfloat_
sub_ ⚠2 - _nfloat_
sub_ ⚠3 - _nfloat_
sub_ ⚠4 - _nfloat_
sub_ ⚠n - _nfloat_
underflow ⚠ - _nfloat_
vec_ ⚠add - _nfloat_
vec_ ⚠addmul_ scalar - _nfloat_
vec_ ⚠clear - _nfloat_
vec_ ⚠dot - _nfloat_
vec_ ⚠dot_ rev - _nfloat_
vec_ ⚠init - _nfloat_
vec_ ⚠mul - _nfloat_
vec_ ⚠mul_ scalar - _nfloat_
vec_ ⚠set - _nfloat_
vec_ ⚠sub - _nfloat_
vec_ ⚠submul_ scalar - _nfloat_
vec_ ⚠zero - _nmod_
add ⚠ - _nmod_
mat_ ⚠charpoly_ berkowitz - _nmod_
mat_ ⚠det - _nmod_
mat_ ⚠det_ howell - _nmod_
mat_ ⚠mul_ classical_ op - _nmod_
mat_ ⚠mul_ classical_ threaded_ pool_ op - _nmod_
mat_ ⚠pow - _nmod_
mat_ ⚠rref - _nmod_
mat_ ⚠rref_ classical - _nmod_
mat_ ⚠rref_ storjohann - _nmod_
mpoly_ ⚠add - _nmod_
mpoly_ ⚠addmul_ array1_ ulong1 - _nmod_
mpoly_ ⚠addmul_ array1_ ulong2 - _nmod_
mpoly_ ⚠addmul_ array1_ ulong3 - _nmod_
mpoly_ ⚠compose_ mat - _nmod_
mpoly_ ⚠divides_ heap_ threaded_ pool - _nmod_
mpoly_ ⚠divides_ monagan_ pearce - _nmod_
mpoly_ ⚠divides_ threaded_ pool - _nmod_
mpoly_ ⚠eval_ all_ ui - _nmod_
mpoly_ ⚠eval_ rest_ to_ n_ bpoly - _nmod_
mpoly_ ⚠evaluate_ rest_ n_ poly - _nmod_
mpoly_ ⚠factor_ separable - _nmod_
mpoly_ ⚠fit_ length - _nmod_
mpoly_ ⚠from_ nmod_ poly_ inflate - _nmod_
mpoly_ ⚠from_ univar - _nmod_
mpoly_ ⚠gcd_ algo - _nmod_
mpoly_ ⚠gcd_ algo_ small - _nmod_
mpoly_ ⚠get_ lead0 - _nmod_
mpoly_ ⚠get_ term_ ui_ fmpz - _nmod_
mpoly_ ⚠max_ degrees - _nmod_
mpoly_ ⚠monomial_ evals2_ cache - _nmod_
mpoly_ ⚠monomial_ evals_ cache - _nmod_
mpoly_ ⚠mul_ array_ DEG - _nmod_
mpoly_ ⚠mul_ array_ LEX - _nmod_
mpoly_ ⚠mul_ array_ chunked_ DEG - _nmod_
mpoly_ ⚠mul_ array_ chunked_ LEX - _nmod_
mpoly_ ⚠mul_ array_ threaded_ pool_ DEG - _nmod_
mpoly_ ⚠mul_ array_ threaded_ pool_ LEX - _nmod_
mpoly_ ⚠mul_ dense - _nmod_
mpoly_ ⚠mul_ heap_ threaded_ pool_ maxfields - _nmod_
mpoly_ ⚠mul_ johnson - _nmod_
mpoly_ ⚠mul_ johnson_ maxfields - _nmod_
mpoly_ ⚠pow_ rmul - _nmod_
mpoly_ ⚠push_ exp_ ffmpz - _nmod_
mpoly_ ⚠push_ exp_ pfmpz - _nmod_
mpoly_ ⚠push_ exp_ ui - _nmod_
mpoly_ ⚠radix_ sort - _nmod_
mpoly_ ⚠radix_ sort1 - _nmod_
mpoly_ ⚠set_ coeff_ ui_ fmpz - _nmod_
mpoly_ ⚠set_ lead0 - _nmod_
mpoly_ ⚠set_ length - _nmod_
mpoly_ ⚠set_ n_ bpoly_ var1_ zero - _nmod_
mpoly_ ⚠set_ nmod_ poly - _nmod_
mpoly_ ⚠sub - _nmod_
mpoly_ ⚠to_ nmod_ poly_ deflate - _nmod_
mpoly_ ⚠vec_ content_ mpoly - _nmod_
mpoly_ ⚠vec_ divexact_ mpoly - _nmod_
mpoly_ ⚠vec_ mul_ mpoly - _nmod_
mpolyu_ ⚠get_ coeff - _nmod_
mul_ ⚠fullword - _nmod_
poly_ ⚠KS2_ pack - _nmod_
poly_ ⚠KS2_ pack1 - _nmod_
poly_ ⚠KS2_ recover_ reduce - _nmod_
poly_ ⚠KS2_ recover_ reduce1 - _nmod_
poly_ ⚠KS2_ recover_ reduce2 - _nmod_
poly_ ⚠KS2_ recover_ reduce3 - _nmod_
poly_ ⚠KS2_ recover_ reduce2b - _nmod_
poly_ ⚠KS2_ reduce - _nmod_
poly_ ⚠KS2_ unpack - _nmod_
poly_ ⚠KS2_ unpack1 - _nmod_
poly_ ⚠KS2_ unpack2 - _nmod_
poly_ ⚠KS2_ unpack3 - _nmod_
poly_ ⚠add - _nmod_
poly_ ⚠asin_ series - _nmod_
poly_ ⚠asinh_ series - _nmod_
poly_ ⚠atan_ series - _nmod_
poly_ ⚠atanh_ series - _nmod_
poly_ ⚠bit_ pack - _nmod_
poly_ ⚠bit_ unpack - _nmod_
poly_ ⚠compose - _nmod_
poly_ ⚠compose_ horner - _nmod_
poly_ ⚠compose_ mod - _nmod_
poly_ ⚠compose_ mod_ brent_ kung - _nmod_
poly_ ⚠compose_ mod_ brent_ kung_ precomp_ preinv - _nmod_
poly_ ⚠compose_ mod_ brent_ kung_ precomp_ preinv_ worker - _nmod_
poly_ ⚠compose_ mod_ brent_ kung_ preinv - _nmod_
poly_ ⚠compose_ mod_ brent_ kung_ vec_ preinv - _nmod_
poly_ ⚠compose_ mod_ brent_ kung_ vec_ preinv_ threaded_ pool - _nmod_
poly_ ⚠compose_ mod_ brent_ kung_ vec_ preinv_ worker - _nmod_
poly_ ⚠compose_ mod_ horner - _nmod_
poly_ ⚠compose_ series - _nmod_
poly_ ⚠conway - _nmod_
poly_ ⚠conway_ rand - _nmod_
poly_ ⚠cos_ series - _nmod_
poly_ ⚠cosh_ series - _nmod_
poly_ ⚠derivative - _nmod_
poly_ ⚠discriminant - _nmod_
poly_ ⚠div - _nmod_
poly_ ⚠div_ newton_ n_ preinv - _nmod_
poly_ ⚠div_ root - _nmod_
poly_ ⚠div_ series - _nmod_
poly_ ⚠div_ series_ basecase - _nmod_
poly_ ⚠divexact - _nmod_
poly_ ⚠divides - _nmod_
poly_ ⚠divides_ classical - _nmod_
poly_ ⚠divrem - _nmod_
poly_ ⚠divrem_ basecase - _nmod_
poly_ ⚠divrem_ basecase_ preinv1 - _nmod_
poly_ ⚠divrem_ newton_ n_ preinv - _nmod_
poly_ ⚠eval2_ pow - _nmod_
poly_ ⚠evaluate_ nmod - _nmod_
poly_ ⚠evaluate_ nmod_ precomp - _nmod_
poly_ ⚠evaluate_ nmod_ precomp_ lazy - _nmod_
poly_ ⚠evaluate_ nmod_ vec - _nmod_
poly_ ⚠evaluate_ nmod_ vec_ fast - _nmod_
poly_ ⚠evaluate_ nmod_ vec_ fast_ precomp - _nmod_
poly_ ⚠evaluate_ nmod_ vec_ iter - _nmod_
poly_ ⚠exp_ expinv_ series - _nmod_
poly_ ⚠exp_ series - _nmod_
poly_ ⚠gcd - _nmod_
poly_ ⚠gcd_ euclidean - _nmod_
poly_ ⚠gcd_ hgcd - _nmod_
poly_ ⚠gcdinv - _nmod_
poly_ ⚠hamming_ weight - _nmod_
poly_ ⚠hgcd - _nmod_
poly_ ⚠hgcd_ recursive - _nmod_
poly_ ⚠integral - _nmod_
poly_ ⚠interpolate_ nmod_ vec - _nmod_
poly_ ⚠interpolate_ nmod_ vec_ barycentric - _nmod_
poly_ ⚠interpolate_ nmod_ vec_ fast - _nmod_
poly_ ⚠interpolate_ nmod_ vec_ fast_ precomp - _nmod_
poly_ ⚠interpolate_ nmod_ vec_ newton - _nmod_
poly_ ⚠interpolation_ weights - _nmod_
poly_ ⚠interval_ poly_ worker - _nmod_
poly_ ⚠inv_ series - _nmod_
poly_ ⚠inv_ series_ basecase - _nmod_
poly_ ⚠inv_ series_ newton - _nmod_
poly_ ⚠invmod - _nmod_
poly_ ⚠invsqrt_ series - _nmod_
poly_ ⚠is_ squarefree - _nmod_
poly_ ⚠log_ series - _nmod_
poly_ ⚠make_ monic - _nmod_
poly_ ⚠mul - _nmod_
poly_ ⚠mul_ KS - _nmod_
poly_ ⚠mul_ KS2 - _nmod_
poly_ ⚠mul_ KS4 - _nmod_
poly_ ⚠mul_ classical - _nmod_
poly_ ⚠mulhigh - _nmod_
poly_ ⚠mulhigh_ classical - _nmod_
poly_ ⚠mullow - _nmod_
poly_ ⚠mullow_ KS - _nmod_
poly_ ⚠mullow_ classical - _nmod_
poly_ ⚠mulmod - _nmod_
poly_ ⚠mulmod_ preinv - _nmod_
poly_ ⚠multi_ crt_ local_ size - _nmod_
poly_ ⚠multi_ crt_ run - _nmod_
poly_ ⚠multi_ crt_ run_ p - _nmod_
poly_ ⚠normalise - _nmod_
poly_ ⚠pow - _nmod_
poly_ ⚠pow_ binexp - _nmod_
poly_ ⚠pow_ trunc - _nmod_
poly_ ⚠pow_ trunc_ binexp - _nmod_
poly_ ⚠power_ sums - _nmod_
poly_ ⚠power_ sums_ naive - _nmod_
poly_ ⚠power_ sums_ schoenhage - _nmod_
poly_ ⚠power_ sums_ to_ poly - _nmod_
poly_ ⚠power_ sums_ to_ poly_ naive - _nmod_
poly_ ⚠power_ sums_ to_ poly_ schoenhage - _nmod_
poly_ ⚠powers_ mod_ preinv_ naive - _nmod_
poly_ ⚠powers_ mod_ preinv_ threaded - _nmod_
poly_ ⚠powers_ mod_ preinv_ threaded_ pool - _nmod_
poly_ ⚠powmod_ fmpz_ binexp - _nmod_
poly_ ⚠powmod_ fmpz_ binexp_ preinv - _nmod_
poly_ ⚠powmod_ ui_ binexp - _nmod_
poly_ ⚠powmod_ ui_ binexp_ preinv - _nmod_
poly_ ⚠powmod_ x_ fmpz_ preinv - _nmod_
poly_ ⚠powmod_ x_ ui_ preinv - _nmod_
poly_ ⚠precompute_ matrix - _nmod_
poly_ ⚠precompute_ matrix_ worker - _nmod_
poly_ ⚠product_ roots_ nmod_ vec - _nmod_
poly_ ⚠reduce_ matrix_ mod_ poly - _nmod_
poly_ ⚠rem - _nmod_
poly_ ⚠resultant - _nmod_
poly_ ⚠resultant_ euclidean - _nmod_
poly_ ⚠resultant_ hgcd - _nmod_
poly_ ⚠reverse - _nmod_
poly_ ⚠revert_ series - _nmod_
poly_ ⚠set_ length - _nmod_
poly_ ⚠shift_ left - _nmod_
poly_ ⚠shift_ right - _nmod_
poly_ ⚠sin_ series - _nmod_
poly_ ⚠sinh_ series - _nmod_
poly_ ⚠split_ rabin - _nmod_
poly_ ⚠sqrt - _nmod_
poly_ ⚠sqrt_ series - _nmod_
poly_ ⚠sub - _nmod_
poly_ ⚠tan_ series - _nmod_
poly_ ⚠tanh_ series - _nmod_
poly_ ⚠taylor_ shift - _nmod_
poly_ ⚠taylor_ shift_ convolution - _nmod_
poly_ ⚠taylor_ shift_ horner - _nmod_
poly_ ⚠tree_ alloc - _nmod_
poly_ ⚠tree_ build - _nmod_
poly_ ⚠tree_ free - _nmod_
poly_ ⚠xgcd - _nmod_
poly_ ⚠xgcd_ euclidean - _nmod_
poly_ ⚠xgcd_ hgcd - _nmod_
sub ⚠ - _nmod_
vec_ ⚠add - _nmod_
vec_ ⚠clear - _nmod_
vec_ ⚠dot - _nmod_
vec_ ⚠dot1 - _nmod_
vec_ ⚠dot2 - _nmod_
vec_ ⚠dot3 - _nmod_
vec_ ⚠dot1_ ptr - _nmod_
vec_ ⚠dot1_ rev - _nmod_
vec_ ⚠dot2_ half - _nmod_
vec_ ⚠dot2_ half_ ptr - _nmod_
vec_ ⚠dot2_ half_ rev - _nmod_
vec_ ⚠dot2_ ptr - _nmod_
vec_ ⚠dot2_ rev - _nmod_
vec_ ⚠dot2_ split - _nmod_
vec_ ⚠dot2_ split_ ptr - _nmod_
vec_ ⚠dot2_ split_ rev - _nmod_
vec_ ⚠dot3_ acc - _nmod_
vec_ ⚠dot3_ acc_ ptr - _nmod_
vec_ ⚠dot3_ acc_ rev - _nmod_
vec_ ⚠dot3_ ptr - _nmod_
vec_ ⚠dot3_ rev - _nmod_
vec_ ⚠dot_ bound_ limbs - _nmod_
vec_ ⚠dot_ bound_ limbs_ from_ params - _nmod_
vec_ ⚠dot_ params - _nmod_
vec_ ⚠dot_ pow2 - _nmod_
vec_ ⚠dot_ pow2_ ptr - _nmod_
vec_ ⚠dot_ pow2_ rev - _nmod_
vec_ ⚠dot_ ptr - _nmod_
vec_ ⚠dot_ rev - _nmod_
vec_ ⚠equal - _nmod_
vec_ ⚠fprint - _nmod_
vec_ ⚠fprint_ pretty - _nmod_
vec_ ⚠init - _nmod_
vec_ ⚠is_ zero - _nmod_
vec_ ⚠max_ bits - _nmod_
vec_ ⚠neg - _nmod_
vec_ ⚠print - _nmod_
vec_ ⚠print_ pretty - _nmod_
vec_ ⚠randtest - _nmod_
vec_ ⚠reduce - _nmod_
vec_ ⚠scalar_ addmul_ nmod - _nmod_
vec_ ⚠scalar_ addmul_ nmod_ generic - _nmod_
vec_ ⚠scalar_ addmul_ nmod_ shoup - _nmod_
vec_ ⚠scalar_ mul_ nmod - _nmod_
vec_ ⚠scalar_ mul_ nmod_ generic - _nmod_
vec_ ⚠scalar_ mul_ nmod_ shoup - _nmod_
vec_ ⚠set - _nmod_
vec_ ⚠sub - _nmod_
vec_ ⚠swap - _nmod_
vec_ ⚠zero - _nmod_
zip_ ⚠eval_ step - _nmod_
zip_ ⚠vand_ solve - _padic_
canonicalise ⚠ - _padic_
ctx_ ⚠pow_ ui - _padic_
exp ⚠ - _padic_
exp_ ⚠balanced - _padic_
exp_ ⚠bound - _padic_
exp_ ⚠rectangular - _padic_
fprint ⚠ - _padic_
get_ ⚠str - _padic_
inv ⚠ - _padic_
inv_ ⚠clear - _padic_
inv_ ⚠precomp - _padic_
inv_ ⚠precompute - _padic_
lifts_ ⚠exps - _padic_
lifts_ ⚠pows - _padic_
log ⚠ - _padic_
log_ ⚠balanced - _padic_
log_ ⚠bound - _padic_
log_ ⚠rectangular - _padic_
log_ ⚠satoh - _padic_
mat_ ⚠add - _padic_
mat_ ⚠canonicalise - _padic_
mat_ ⚠neg - _padic_
mat_ ⚠reduce - _padic_
mat_ ⚠scalar_ mul_ fmpz - _padic_
mat_ ⚠scalar_ mul_ padic - _padic_
mat_ ⚠sub - _padic_
poly_ ⚠add - _padic_
poly_ ⚠canonicalise - _padic_
poly_ ⚠compose - _padic_
poly_ ⚠compose_ pow - _padic_
poly_ ⚠derivative - _padic_
poly_ ⚠evaluate_ padic - _padic_
poly_ ⚠fprint - _padic_
poly_ ⚠fprint_ pretty - _padic_
poly_ ⚠is_ canonical - _padic_
poly_ ⚠is_ reduced - _padic_
poly_ ⚠mul - _padic_
poly_ ⚠normalise - _padic_
poly_ ⚠pow - _padic_
poly_ ⚠print - _padic_
poly_ ⚠print_ pretty - _padic_
poly_ ⚠scalar_ mul_ padic - _padic_
poly_ ⚠set_ length - _padic_
poly_ ⚠sub - _padic_
print ⚠ - _padic_
reduce ⚠ - _padic_
teichmuller ⚠ - _perm_
clear ⚠ - _perm_
compose ⚠ - _perm_
equal ⚠ - _perm_
init ⚠ - _perm_
inv ⚠ - _perm_
one ⚠ - _perm_
parity ⚠ - _perm_
randtest ⚠ - _perm_
set ⚠ - _qadic_
ctx_ ⚠init_ conway_ ui - _qadic_
exp ⚠ - _qadic_
exp_ ⚠balanced - _qadic_
exp_ ⚠rectangular - _qadic_
frobenius ⚠ - _qadic_
frobenius_ ⚠a - _qadic_
inv ⚠ - _qadic_
log ⚠ - _qadic_
log_ ⚠balanced - _qadic_
log_ ⚠rectangular - _qadic_
norm ⚠ - _qadic_
norm_ ⚠analytic - _qadic_
norm_ ⚠resultant - _qadic_
pow ⚠ - _qadic_
teichmuller ⚠ - _qadic_
trace ⚠ - _qqbar_
acb_ ⚠lindep - _qqbar_
enclosure_ ⚠raw - _qqbar_
evaluate_ ⚠fmpq_ poly - _qqbar_
evaluate_ ⚠fmpz_ poly - _qqbar_
fast_ ⚠detect_ simple_ principal_ surd - _qqbar_
get_ ⚠fmpq - _qqbar_
roots_ ⚠poly_ squarefree - _qqbar_
validate_ ⚠existence_ uniqueness - _qqbar_
validate_ ⚠uniqueness - _qqbar_
vec_ ⚠clear - _qqbar_
vec_ ⚠init - _slong_
array_ ⚠fit_ length - _thread_
pool_ ⚠distribute_ work_ 2 - _thread_
pool_ ⚠find_ work_ 2 - _unity_
zp_ ⚠jacobi_ sum_ pq_ general - _unity_
zp_ ⚠pow_ select_ k - _unity_
zp_ ⚠reduce_ cyclotomic - _unity_
zp_ ⚠reduce_ cyclotomic_ divmod - _unity_
zpq_ ⚠mul_ unity_ p - acb_abs⚠
- acb_
acos ⚠ - acb_
acosh ⚠ - acb_add⚠
- acb_
add_ ⚠arb - acb_
add_ ⚠error_ arb - acb_
add_ ⚠error_ arf - acb_
add_ ⚠error_ mag - acb_
add_ ⚠fmpz - acb_
add_ ⚠si - acb_
add_ ⚠ui - acb_
addmul ⚠ - acb_
addmul_ ⚠arb - acb_
addmul_ ⚠fmpz - acb_
addmul_ ⚠si - acb_
addmul_ ⚠ui - acb_agm⚠
- acb_
agm1 ⚠ - acb_
agm1_ ⚠cpx - acb_
allocated_ ⚠bytes - acb_
approx_ ⚠dot - acb_arg⚠
- acb_
asin ⚠ - acb_
asinh ⚠ - acb_
atan ⚠ - acb_
atanh ⚠ - acb_
barnes_ ⚠g - acb_
bernoulli_ ⚠poly_ ui - acb_
bits ⚠ - acb_
calc_ ⚠cauchy_ bound - acb_
calc_ ⚠integrate - acb_
calc_ ⚠integrate_ gl_ auto_ deg - acb_
calc_ ⚠integrate_ opt_ init - acb_
calc_ ⚠integrate_ taylor - acb_
chebyshev_ ⚠t2_ ui - acb_
chebyshev_ ⚠t_ ui - acb_
chebyshev_ ⚠u2_ ui - acb_
chebyshev_ ⚠u_ ui - acb_
clear ⚠ - acb_
conj ⚠ - acb_
const_ ⚠pi - acb_
contains ⚠ - acb_
contains_ ⚠fmpq - acb_
contains_ ⚠fmpz - acb_
contains_ ⚠int - acb_
contains_ ⚠interior - acb_
contains_ ⚠zero - acb_cos⚠
- acb_
cos_ ⚠pi - acb_
cosh ⚠ - acb_cot⚠
- acb_
cot_ ⚠pi - acb_
coth ⚠ - acb_csc⚠
- acb_
csc_ ⚠pi - acb_
csch ⚠ - acb_
csgn ⚠ - acb_
cube ⚠ - acb_dft⚠
- acb_
dft_ ⚠bluestein - acb_
dft_ ⚠bluestein_ clear - acb_
dft_ ⚠bluestein_ init - acb_
dft_ ⚠bluestein_ precomp - acb_
dft_ ⚠convol - acb_
dft_ ⚠convol_ dft - acb_
dft_ ⚠convol_ mullow - acb_
dft_ ⚠convol_ naive - acb_
dft_ ⚠convol_ rad2 - acb_
dft_ ⚠convol_ rad2_ precomp - acb_
dft_ ⚠crt - acb_
dft_ ⚠crt_ clear - acb_
dft_ ⚠crt_ init - acb_
dft_ ⚠crt_ precomp - acb_
dft_ ⚠cyc - acb_
dft_ ⚠cyc_ clear - acb_
dft_ ⚠cyc_ init - acb_
dft_ ⚠cyc_ precomp - acb_
dft_ ⚠inverse - acb_
dft_ ⚠inverse_ precomp - acb_
dft_ ⚠inverse_ rad2_ precomp - acb_
dft_ ⚠inverse_ rad2_ precomp_ inplace - acb_
dft_ ⚠naive - acb_
dft_ ⚠naive_ clear - acb_
dft_ ⚠naive_ init - acb_
dft_ ⚠naive_ precomp - acb_
dft_ ⚠precomp - acb_
dft_ ⚠precomp_ clear - acb_
dft_ ⚠precomp_ init - acb_
dft_ ⚠prod - acb_
dft_ ⚠prod_ clear - acb_
dft_ ⚠prod_ init - acb_
dft_ ⚠prod_ precomp - acb_
dft_ ⚠rad2 - acb_
dft_ ⚠rad2_ clear - acb_
dft_ ⚠rad2_ init - acb_
dft_ ⚠rad2_ inplace - acb_
dft_ ⚠rad2_ inplace_ threaded - acb_
dft_ ⚠rad2_ precomp - acb_
dft_ ⚠rad2_ precomp_ inplace - acb_
dft_ ⚠rad2_ precomp_ inplace_ threaded - acb_
dft_ ⚠step - acb_
digamma ⚠ - acb_
dirichlet_ ⚠arb_ quadratic_ powers - acb_
dirichlet_ ⚠backlund_ s - acb_
dirichlet_ ⚠backlund_ s_ bound - acb_
dirichlet_ ⚠backlund_ s_ gram - acb_
dirichlet_ ⚠chi - acb_
dirichlet_ ⚠chi_ vec - acb_
dirichlet_ ⚠dft - acb_
dirichlet_ ⚠dft_ index - acb_
dirichlet_ ⚠eta - acb_
dirichlet_ ⚠gauss_ sum - acb_
dirichlet_ ⚠gauss_ sum_ factor - acb_
dirichlet_ ⚠gauss_ sum_ naive - acb_
dirichlet_ ⚠gauss_ sum_ order2 - acb_
dirichlet_ ⚠gauss_ sum_ theta - acb_
dirichlet_ ⚠gram_ point - acb_
dirichlet_ ⚠hardy_ theta - acb_
dirichlet_ ⚠hardy_ theta_ series - acb_
dirichlet_ ⚠hardy_ z - acb_
dirichlet_ ⚠hardy_ z_ series - acb_
dirichlet_ ⚠hardy_ z_ zero - acb_
dirichlet_ ⚠hardy_ z_ zeros - acb_
dirichlet_ ⚠hurwitz - acb_
dirichlet_ ⚠hurwitz_ precomp_ bound - acb_
dirichlet_ ⚠hurwitz_ precomp_ choose_ param - acb_
dirichlet_ ⚠hurwitz_ precomp_ clear - acb_
dirichlet_ ⚠hurwitz_ precomp_ eval - acb_
dirichlet_ ⚠hurwitz_ precomp_ init - acb_
dirichlet_ ⚠hurwitz_ precomp_ init_ num - acb_
dirichlet_ ⚠isolate_ hardy_ z_ zero - acb_
dirichlet_ ⚠jacobi_ sum - acb_
dirichlet_ ⚠jacobi_ sum_ factor - acb_
dirichlet_ ⚠jacobi_ sum_ gauss - acb_
dirichlet_ ⚠jacobi_ sum_ naive - acb_
dirichlet_ ⚠jacobi_ sum_ ui - acb_
dirichlet_ ⚠l - acb_
dirichlet_ ⚠l_ euler_ product - acb_
dirichlet_ ⚠l_ fmpq - acb_
dirichlet_ ⚠l_ fmpq_ afe - acb_
dirichlet_ ⚠l_ hurwitz - acb_
dirichlet_ ⚠l_ jet - acb_
dirichlet_ ⚠l_ series - acb_
dirichlet_ ⚠l_ vec_ hurwitz - acb_
dirichlet_ ⚠lerch_ phi - acb_
dirichlet_ ⚠lerch_ phi_ direct - acb_
dirichlet_ ⚠lerch_ phi_ integral - acb_
dirichlet_ ⚠pairing - acb_
dirichlet_ ⚠pairing_ char - acb_
dirichlet_ ⚠platt_ beta - acb_
dirichlet_ ⚠platt_ bound_ C3 - acb_
dirichlet_ ⚠platt_ c_ bound - acb_
dirichlet_ ⚠platt_ c_ bound_ precomp - acb_
dirichlet_ ⚠platt_ c_ precomp_ clear - acb_
dirichlet_ ⚠platt_ c_ precomp_ init - acb_
dirichlet_ ⚠platt_ hardy_ z_ zeros - acb_
dirichlet_ ⚠platt_ i_ bound - acb_
dirichlet_ ⚠platt_ i_ bound_ precomp - acb_
dirichlet_ ⚠platt_ i_ precomp_ clear - acb_
dirichlet_ ⚠platt_ i_ precomp_ init - acb_
dirichlet_ ⚠platt_ lemma_ 32 - acb_
dirichlet_ ⚠platt_ lemma_ A5 - acb_
dirichlet_ ⚠platt_ lemma_ A7 - acb_
dirichlet_ ⚠platt_ lemma_ A9 - acb_
dirichlet_ ⚠platt_ lemma_ A11 - acb_
dirichlet_ ⚠platt_ lemma_ B1 - acb_
dirichlet_ ⚠platt_ lemma_ B2 - acb_
dirichlet_ ⚠platt_ local_ hardy_ z_ zeros - acb_
dirichlet_ ⚠platt_ multieval - acb_
dirichlet_ ⚠platt_ multieval_ threaded - acb_
dirichlet_ ⚠platt_ scaled_ lambda - acb_
dirichlet_ ⚠platt_ scaled_ lambda_ vec - acb_
dirichlet_ ⚠platt_ ws_ interpolation - acb_
dirichlet_ ⚠platt_ ws_ interpolation_ precomp - acb_
dirichlet_ ⚠platt_ ws_ precomp_ clear - acb_
dirichlet_ ⚠platt_ ws_ precomp_ init - acb_
dirichlet_ ⚠platt_ zeta_ zeros - acb_
dirichlet_ ⚠powsum_ sieved - acb_
dirichlet_ ⚠powsum_ smooth - acb_
dirichlet_ ⚠powsum_ term - acb_
dirichlet_ ⚠qseries_ arb - acb_
dirichlet_ ⚠qseries_ arb_ powers_ naive - acb_
dirichlet_ ⚠qseries_ arb_ powers_ smallorder - acb_
dirichlet_ ⚠root - acb_
dirichlet_ ⚠root_ number - acb_
dirichlet_ ⚠root_ number_ theta - acb_
dirichlet_ ⚠roots_ clear - acb_
dirichlet_ ⚠roots_ init - acb_
dirichlet_ ⚠si_ poly_ evaluate - acb_
dirichlet_ ⚠stieltjes - acb_
dirichlet_ ⚠theta_ arb - acb_
dirichlet_ ⚠theta_ length - acb_
dirichlet_ ⚠theta_ length_ d - acb_
dirichlet_ ⚠turing_ method_ bound - acb_
dirichlet_ ⚠ui_ theta_ arb - acb_
dirichlet_ ⚠xi - acb_
dirichlet_ ⚠zeta - acb_
dirichlet_ ⚠zeta_ bound - acb_
dirichlet_ ⚠zeta_ deriv_ bound - acb_
dirichlet_ ⚠zeta_ jet - acb_
dirichlet_ ⚠zeta_ jet_ rs - acb_
dirichlet_ ⚠zeta_ nzeros - acb_
dirichlet_ ⚠zeta_ nzeros_ gram - acb_
dirichlet_ ⚠zeta_ rs - acb_
dirichlet_ ⚠zeta_ rs_ bound - acb_
dirichlet_ ⚠zeta_ rs_ d_ coeffs - acb_
dirichlet_ ⚠zeta_ rs_ f_ coeffs - acb_
dirichlet_ ⚠zeta_ rs_ r - acb_
dirichlet_ ⚠zeta_ zero - acb_
dirichlet_ ⚠zeta_ zeros - acb_div⚠
- acb_
div_ ⚠arb - acb_
div_ ⚠fmpz - acb_
div_ ⚠onei - acb_
div_ ⚠si - acb_
div_ ⚠ui - acb_dot⚠
- acb_
dot_ ⚠fmpz - acb_
dot_ ⚠precise - acb_
dot_ ⚠si - acb_
dot_ ⚠simple - acb_
dot_ ⚠siui - acb_
dot_ ⚠ui - acb_
dot_ ⚠uiui - acb_
elliptic_ ⚠e - acb_
elliptic_ ⚠e_ inc - acb_
elliptic_ ⚠f - acb_
elliptic_ ⚠inv_ p - acb_
elliptic_ ⚠invariants - acb_
elliptic_ ⚠k - acb_
elliptic_ ⚠k_ jet - acb_
elliptic_ ⚠k_ series - acb_
elliptic_ ⚠p - acb_
elliptic_ ⚠p_ jet - acb_
elliptic_ ⚠p_ prime - acb_
elliptic_ ⚠p_ series - acb_
elliptic_ ⚠pi - acb_
elliptic_ ⚠pi_ inc - acb_
elliptic_ ⚠rc1 - acb_
elliptic_ ⚠rf - acb_
elliptic_ ⚠rg - acb_
elliptic_ ⚠rj - acb_
elliptic_ ⚠rj_ carlson - acb_
elliptic_ ⚠rj_ integration - acb_
elliptic_ ⚠roots - acb_
elliptic_ ⚠sigma - acb_
elliptic_ ⚠zeta - acb_eq⚠
- acb_
equal ⚠ - acb_
equal_ ⚠si - acb_exp⚠
- acb_
exp_ ⚠invexp - acb_
exp_ ⚠pi_ i - acb_
expm1 ⚠ - acb_
fprint ⚠ - acb_
fprintd ⚠ - acb_
fprintn ⚠ - acb_
gamma ⚠ - acb_
get_ ⚠abs_ lbound_ arf - acb_
get_ ⚠abs_ ubound_ arf - acb_
get_ ⚠imag - acb_
get_ ⚠mag - acb_
get_ ⚠mag_ lower - acb_
get_ ⚠mid - acb_
get_ ⚠rad_ ubound_ arf - acb_
get_ ⚠real - acb_
get_ ⚠unique_ fmpz - acb_
hurwitz_ ⚠zeta - acb_
hypgeom_ ⚠0f1 - acb_
hypgeom_ ⚠0f1_ asymp - acb_
hypgeom_ ⚠0f1_ direct - acb_
hypgeom_ ⚠1f1 - acb_
hypgeom_ ⚠2f1 - acb_
hypgeom_ ⚠2f1_ choose - acb_
hypgeom_ ⚠2f1_ continuation - acb_
hypgeom_ ⚠2f1_ corner - acb_
hypgeom_ ⚠2f1_ direct - acb_
hypgeom_ ⚠2f1_ series_ direct - acb_
hypgeom_ ⚠2f1_ transform - acb_
hypgeom_ ⚠2f1_ transform_ limit - acb_
hypgeom_ ⚠airy - acb_
hypgeom_ ⚠airy_ asymp - acb_
hypgeom_ ⚠airy_ bound - acb_
hypgeom_ ⚠airy_ direct - acb_
hypgeom_ ⚠airy_ jet - acb_
hypgeom_ ⚠airy_ series - acb_
hypgeom_ ⚠bessel_ i - acb_
hypgeom_ ⚠bessel_ i_ 0f1 - acb_
hypgeom_ ⚠bessel_ i_ asymp - acb_
hypgeom_ ⚠bessel_ i_ scaled - acb_
hypgeom_ ⚠bessel_ j - acb_
hypgeom_ ⚠bessel_ j_ 0f1 - acb_
hypgeom_ ⚠bessel_ j_ asymp - acb_
hypgeom_ ⚠bessel_ j_ deriv_ bound - acb_
hypgeom_ ⚠bessel_ jy - acb_
hypgeom_ ⚠bessel_ k - acb_
hypgeom_ ⚠bessel_ k_ 0f1 - acb_
hypgeom_ ⚠bessel_ k_ 0f1_ series - acb_
hypgeom_ ⚠bessel_ k_ asymp - acb_
hypgeom_ ⚠bessel_ k_ scaled - acb_
hypgeom_ ⚠bessel_ y - acb_
hypgeom_ ⚠beta_ lower - acb_
hypgeom_ ⚠beta_ lower_ series - acb_
hypgeom_ ⚠chebyshev_ t - acb_
hypgeom_ ⚠chebyshev_ u - acb_
hypgeom_ ⚠chi - acb_
hypgeom_ ⚠chi_ 2f3 - acb_
hypgeom_ ⚠chi_ asymp - acb_
hypgeom_ ⚠chi_ series - acb_
hypgeom_ ⚠ci - acb_
hypgeom_ ⚠ci_ 2f3 - acb_
hypgeom_ ⚠ci_ asymp - acb_
hypgeom_ ⚠ci_ series - acb_
hypgeom_ ⚠coulomb - acb_
hypgeom_ ⚠coulomb_ jet - acb_
hypgeom_ ⚠coulomb_ series - acb_
hypgeom_ ⚠dilog - acb_
hypgeom_ ⚠dilog_ bernoulli - acb_
hypgeom_ ⚠dilog_ bitburst - acb_
hypgeom_ ⚠dilog_ continuation - acb_
hypgeom_ ⚠dilog_ transform - acb_
hypgeom_ ⚠dilog_ zero - acb_
hypgeom_ ⚠dilog_ zero_ taylor - acb_
hypgeom_ ⚠ei - acb_
hypgeom_ ⚠ei_ 2f2 - acb_
hypgeom_ ⚠ei_ asymp - acb_
hypgeom_ ⚠ei_ series - acb_
hypgeom_ ⚠erf - acb_
hypgeom_ ⚠erf_ 1f1a - acb_
hypgeom_ ⚠erf_ 1f1b - acb_
hypgeom_ ⚠erf_ asymp - acb_
hypgeom_ ⚠erf_ propagated_ error - acb_
hypgeom_ ⚠erf_ series - acb_
hypgeom_ ⚠erfc - acb_
hypgeom_ ⚠erfc_ series - acb_
hypgeom_ ⚠erfi - acb_
hypgeom_ ⚠erfi_ series - acb_
hypgeom_ ⚠expint - acb_
hypgeom_ ⚠fresnel - acb_
hypgeom_ ⚠fresnel_ series - acb_
hypgeom_ ⚠gamma - acb_
hypgeom_ ⚠gamma_ lower - acb_
hypgeom_ ⚠gamma_ lower_ series - acb_
hypgeom_ ⚠gamma_ stirling - acb_
hypgeom_ ⚠gamma_ stirling_ sum_ horner - acb_
hypgeom_ ⚠gamma_ stirling_ sum_ improved - acb_
hypgeom_ ⚠gamma_ taylor - acb_
hypgeom_ ⚠gamma_ upper - acb_
hypgeom_ ⚠gamma_ upper_ 1f1a - acb_
hypgeom_ ⚠gamma_ upper_ 1f1b - acb_
hypgeom_ ⚠gamma_ upper_ asymp - acb_
hypgeom_ ⚠gamma_ upper_ series - acb_
hypgeom_ ⚠gamma_ upper_ singular - acb_
hypgeom_ ⚠gegenbauer_ c - acb_
hypgeom_ ⚠hermite_ h - acb_
hypgeom_ ⚠jacobi_ p - acb_
hypgeom_ ⚠laguerre_ l - acb_
hypgeom_ ⚠legendre_ p - acb_
hypgeom_ ⚠legendre_ p_ uiui_ rec - acb_
hypgeom_ ⚠legendre_ q - acb_
hypgeom_ ⚠lgamma - acb_
hypgeom_ ⚠li - acb_
hypgeom_ ⚠li_ series - acb_
hypgeom_ ⚠log_ rising_ ui - acb_
hypgeom_ ⚠log_ rising_ ui_ jet - acb_
hypgeom_ ⚠m - acb_
hypgeom_ ⚠m_ 1f1 - acb_
hypgeom_ ⚠m_ asymp - acb_
hypgeom_ ⚠pfq - acb_
hypgeom_ ⚠pfq_ bound_ factor - acb_
hypgeom_ ⚠pfq_ choose_ n - acb_
hypgeom_ ⚠pfq_ direct - acb_
hypgeom_ ⚠pfq_ series_ choose_ n - acb_
hypgeom_ ⚠pfq_ series_ direct - acb_
hypgeom_ ⚠pfq_ series_ sum - acb_
hypgeom_ ⚠pfq_ series_ sum_ bs - acb_
hypgeom_ ⚠pfq_ series_ sum_ forward - acb_
hypgeom_ ⚠pfq_ series_ sum_ rs - acb_
hypgeom_ ⚠pfq_ sum - acb_
hypgeom_ ⚠pfq_ sum_ bs - acb_
hypgeom_ ⚠pfq_ sum_ bs_ invz - acb_
hypgeom_ ⚠pfq_ sum_ fme - acb_
hypgeom_ ⚠pfq_ sum_ forward - acb_
hypgeom_ ⚠pfq_ sum_ invz - acb_
hypgeom_ ⚠pfq_ sum_ rs - acb_
hypgeom_ ⚠rgamma - acb_
hypgeom_ ⚠rising - acb_
hypgeom_ ⚠rising_ ui - acb_
hypgeom_ ⚠rising_ ui_ bs - acb_
hypgeom_ ⚠rising_ ui_ forward - acb_
hypgeom_ ⚠rising_ ui_ jet - acb_
hypgeom_ ⚠rising_ ui_ jet_ bs - acb_
hypgeom_ ⚠rising_ ui_ jet_ powsum - acb_
hypgeom_ ⚠rising_ ui_ jet_ rs - acb_
hypgeom_ ⚠rising_ ui_ rec - acb_
hypgeom_ ⚠rising_ ui_ rs - acb_
hypgeom_ ⚠shi - acb_
hypgeom_ ⚠shi_ series - acb_
hypgeom_ ⚠si - acb_
hypgeom_ ⚠si_ 1f2 - acb_
hypgeom_ ⚠si_ asymp - acb_
hypgeom_ ⚠si_ series - acb_
hypgeom_ ⚠spherical_ y - acb_
hypgeom_ ⚠u - acb_
hypgeom_ ⚠u_ 1f1 - acb_
hypgeom_ ⚠u_ 1f1_ series - acb_
hypgeom_ ⚠u_ asymp - acb_
hypgeom_ ⚠u_ use_ asymp - acb_
imag_ ⚠ptr - acb_
indeterminate ⚠ - acb_
init ⚠ - acb_inv⚠
- acb_
is_ ⚠exact - acb_
is_ ⚠finite - acb_
is_ ⚠int - acb_
is_ ⚠int_ 2exp_ si - acb_
is_ ⚠one - acb_
is_ ⚠real - acb_
is_ ⚠zero - acb_
lambertw ⚠ - acb_
lambertw_ ⚠asymp - acb_
lambertw_ ⚠bound_ deriv - acb_
lambertw_ ⚠check_ branch - acb_
lgamma ⚠ - acb_log⚠
- acb_
log1p ⚠ - acb_
log_ ⚠analytic - acb_
log_ ⚠barnes_ g - acb_
log_ ⚠sin_ pi - acb_
mat_ ⚠add - acb_
mat_ ⚠add_ error_ mag - acb_
mat_ ⚠allocated_ bytes - acb_
mat_ ⚠approx_ eig_ qr - acb_
mat_ ⚠approx_ inv - acb_
mat_ ⚠approx_ lu - acb_
mat_ ⚠approx_ mul - acb_
mat_ ⚠approx_ solve - acb_
mat_ ⚠approx_ solve_ lu_ precomp - acb_
mat_ ⚠approx_ solve_ tril - acb_
mat_ ⚠approx_ solve_ triu - acb_
mat_ ⚠bound_ frobenius_ norm - acb_
mat_ ⚠bound_ inf_ norm - acb_
mat_ ⚠charpoly - acb_
mat_ ⚠clear - acb_
mat_ ⚠companion - acb_
mat_ ⚠conjugate - acb_
mat_ ⚠conjugate_ transpose - acb_
mat_ ⚠contains - acb_
mat_ ⚠contains_ fmpq_ mat - acb_
mat_ ⚠contains_ fmpz_ mat - acb_
mat_ ⚠det - acb_
mat_ ⚠det_ lu - acb_
mat_ ⚠det_ precond - acb_
mat_ ⚠dft - acb_
mat_ ⚠diag_ prod - acb_
mat_ ⚠eig_ enclosure_ rump - acb_
mat_ ⚠eig_ global_ enclosure - acb_
mat_ ⚠eig_ multiple - acb_
mat_ ⚠eig_ multiple_ rump - acb_
mat_ ⚠eig_ simple - acb_
mat_ ⚠eig_ simple_ rump - acb_
mat_ ⚠eig_ simple_ vdhoeven_ mourrain - acb_
mat_ ⚠entry_ ptr - acb_
mat_ ⚠eq - acb_
mat_ ⚠equal - acb_
mat_ ⚠exp - acb_
mat_ ⚠exp_ taylor_ sum - acb_
mat_ ⚠find_ pivot_ partial - acb_
mat_ ⚠fprintd - acb_
mat_ ⚠frobenius_ norm - acb_
mat_ ⚠get_ imag - acb_
mat_ ⚠get_ mid - acb_
mat_ ⚠get_ real - acb_
mat_ ⚠indeterminate - acb_
mat_ ⚠init - acb_
mat_ ⚠inv - acb_
mat_ ⚠is_ diag - acb_
mat_ ⚠is_ empty - acb_
mat_ ⚠is_ exact - acb_
mat_ ⚠is_ finite - acb_
mat_ ⚠is_ real - acb_
mat_ ⚠is_ square - acb_
mat_ ⚠is_ tril - acb_
mat_ ⚠is_ triu - acb_
mat_ ⚠is_ zero - acb_
mat_ ⚠lu - acb_
mat_ ⚠lu_ classical - acb_
mat_ ⚠lu_ recursive - acb_
mat_ ⚠mul - acb_
mat_ ⚠mul_ classical - acb_
mat_ ⚠mul_ entrywise - acb_
mat_ ⚠mul_ reorder - acb_
mat_ ⚠mul_ threaded - acb_
mat_ ⚠ne - acb_
mat_ ⚠neg - acb_
mat_ ⚠one - acb_
mat_ ⚠onei - acb_
mat_ ⚠ones - acb_
mat_ ⚠overlaps - acb_
mat_ ⚠pow_ ui - acb_
mat_ ⚠printd - acb_
mat_ ⚠randtest - acb_
mat_ ⚠randtest_ eig - acb_
mat_ ⚠scalar_ addmul_ acb - acb_
mat_ ⚠scalar_ addmul_ arb - acb_
mat_ ⚠scalar_ addmul_ fmpz - acb_
mat_ ⚠scalar_ addmul_ si - acb_
mat_ ⚠scalar_ div_ acb - acb_
mat_ ⚠scalar_ div_ arb - acb_
mat_ ⚠scalar_ div_ fmpz - acb_
mat_ ⚠scalar_ div_ si - acb_
mat_ ⚠scalar_ mul_ 2exp_ si - acb_
mat_ ⚠scalar_ mul_ acb - acb_
mat_ ⚠scalar_ mul_ arb - acb_
mat_ ⚠scalar_ mul_ fmpz - acb_
mat_ ⚠scalar_ mul_ si - acb_
mat_ ⚠set - acb_
mat_ ⚠set_ arb_ mat - acb_
mat_ ⚠set_ fmpq_ mat - acb_
mat_ ⚠set_ fmpz_ mat - acb_
mat_ ⚠set_ real_ imag - acb_
mat_ ⚠set_ round_ arb_ mat - acb_
mat_ ⚠set_ round_ fmpz_ mat - acb_
mat_ ⚠solve - acb_
mat_ ⚠solve_ lu - acb_
mat_ ⚠solve_ lu_ precomp - acb_
mat_ ⚠solve_ precond - acb_
mat_ ⚠solve_ tril - acb_
mat_ ⚠solve_ tril_ classical - acb_
mat_ ⚠solve_ tril_ recursive - acb_
mat_ ⚠solve_ triu - acb_
mat_ ⚠solve_ triu_ classical - acb_
mat_ ⚠solve_ triu_ recursive - acb_
mat_ ⚠sqr - acb_
mat_ ⚠sqr_ classical - acb_
mat_ ⚠sub - acb_
mat_ ⚠swap - acb_
mat_ ⚠swap_ entrywise - acb_
mat_ ⚠swap_ rows - acb_
mat_ ⚠trace - acb_
mat_ ⚠transpose - acb_
mat_ ⚠vector_ mul_ col - acb_
mat_ ⚠vector_ mul_ row - acb_
mat_ ⚠window_ clear - acb_
mat_ ⚠window_ init - acb_
mat_ ⚠zero - acb_
modular_ ⚠addseq_ eta - acb_
modular_ ⚠addseq_ theta - acb_
modular_ ⚠delta - acb_
modular_ ⚠eisenstein - acb_
modular_ ⚠elliptic_ e - acb_
modular_ ⚠elliptic_ k - acb_
modular_ ⚠elliptic_ k_ cpx - acb_
modular_ ⚠elliptic_ p - acb_
modular_ ⚠elliptic_ p_ zpx - acb_
modular_ ⚠epsilon_ arg - acb_
modular_ ⚠eta - acb_
modular_ ⚠eta_ sum - acb_
modular_ ⚠fill_ addseq - acb_
modular_ ⚠fundamental_ domain_ approx - acb_
modular_ ⚠fundamental_ domain_ approx_ arf - acb_
modular_ ⚠fundamental_ domain_ approx_ d - acb_
modular_ ⚠hilbert_ class_ poly - acb_
modular_ ⚠is_ in_ fundamental_ domain - acb_
modular_ ⚠j - acb_
modular_ ⚠lambda - acb_
modular_ ⚠theta - acb_
modular_ ⚠theta_ const_ sum - acb_
modular_ ⚠theta_ const_ sum_ basecase - acb_
modular_ ⚠theta_ const_ sum_ rs - acb_
modular_ ⚠theta_ jet - acb_
modular_ ⚠theta_ jet_ notransform - acb_
modular_ ⚠theta_ notransform - acb_
modular_ ⚠theta_ series - acb_
modular_ ⚠theta_ sum - acb_
modular_ ⚠theta_ transform - acb_
modular_ ⚠transform - acb_mul⚠
- acb_
mul_ ⚠2exp_ fmpz - acb_
mul_ ⚠2exp_ si - acb_
mul_ ⚠arb - acb_
mul_ ⚠fmpz - acb_
mul_ ⚠i_ pow_ si - acb_
mul_ ⚠naive - acb_
mul_ ⚠onei - acb_
mul_ ⚠si - acb_
mul_ ⚠ui - acb_ne⚠
- acb_neg⚠
- acb_
neg_ ⚠round - acb_one⚠
- acb_
onei ⚠ - acb_
overlaps ⚠ - acb_
poly_ ⚠add - acb_
poly_ ⚠add_ series - acb_
poly_ ⚠add_ si - acb_
poly_ ⚠agm1_ series - acb_
poly_ ⚠allocated_ bytes - acb_
poly_ ⚠atan_ series - acb_
poly_ ⚠binomial_ transform - acb_
poly_ ⚠binomial_ transform_ basecase - acb_
poly_ ⚠binomial_ transform_ convolution - acb_
poly_ ⚠borel_ transform - acb_
poly_ ⚠clear - acb_
poly_ ⚠compose - acb_
poly_ ⚠compose_ series - acb_
poly_ ⚠contains - acb_
poly_ ⚠contains_ fmpq_ poly - acb_
poly_ ⚠contains_ fmpz_ poly - acb_
poly_ ⚠cos_ pi_ series - acb_
poly_ ⚠cos_ series - acb_
poly_ ⚠cosh_ series - acb_
poly_ ⚠cot_ pi_ series - acb_
poly_ ⚠degree - acb_
poly_ ⚠derivative - acb_
poly_ ⚠digamma_ series - acb_
poly_ ⚠div_ series - acb_
poly_ ⚠divrem - acb_
poly_ ⚠elliptic_ k_ series - acb_
poly_ ⚠elliptic_ p_ series - acb_
poly_ ⚠equal - acb_
poly_ ⚠erf_ series - acb_
poly_ ⚠evaluate - acb_
poly_ ⚠evaluate2 - acb_
poly_ ⚠evaluate2_ horner - acb_
poly_ ⚠evaluate2_ rectangular - acb_
poly_ ⚠evaluate_ horner - acb_
poly_ ⚠evaluate_ rectangular - acb_
poly_ ⚠evaluate_ vec_ fast - acb_
poly_ ⚠evaluate_ vec_ iter - acb_
poly_ ⚠exp_ pi_ i_ series - acb_
poly_ ⚠exp_ series - acb_
poly_ ⚠exp_ series_ basecase - acb_
poly_ ⚠find_ roots - acb_
poly_ ⚠fit_ length - acb_
poly_ ⚠fprintd - acb_
poly_ ⚠gamma_ series - acb_
poly_ ⚠get_ coeff_ acb - acb_
poly_ ⚠get_ unique_ fmpz_ poly - acb_
poly_ ⚠graeffe_ transform - acb_
poly_ ⚠init - acb_
poly_ ⚠init2 - acb_
poly_ ⚠integral - acb_
poly_ ⚠interpolate_ barycentric - acb_
poly_ ⚠interpolate_ fast - acb_
poly_ ⚠interpolate_ newton - acb_
poly_ ⚠inv_ borel_ transform - acb_
poly_ ⚠inv_ series - acb_
poly_ ⚠is_ one - acb_
poly_ ⚠is_ real - acb_
poly_ ⚠is_ x - acb_
poly_ ⚠is_ zero - acb_
poly_ ⚠lambertw_ series - acb_
poly_ ⚠length - acb_
poly_ ⚠lgamma_ series - acb_
poly_ ⚠log1p_ series - acb_
poly_ ⚠log_ series - acb_
poly_ ⚠majorant - acb_
poly_ ⚠mul - acb_
poly_ ⚠mullow - acb_
poly_ ⚠mullow_ classical - acb_
poly_ ⚠mullow_ transpose - acb_
poly_ ⚠mullow_ transpose_ gauss - acb_
poly_ ⚠neg - acb_
poly_ ⚠nth_ derivative - acb_
poly_ ⚠one - acb_
poly_ ⚠overlaps - acb_
poly_ ⚠polylog_ series - acb_
poly_ ⚠pow_ acb_ series - acb_
poly_ ⚠pow_ series - acb_
poly_ ⚠pow_ ui - acb_
poly_ ⚠pow_ ui_ trunc_ binexp - acb_
poly_ ⚠printd - acb_
poly_ ⚠product_ roots - acb_
poly_ ⚠randtest - acb_
poly_ ⚠revert_ series - acb_
poly_ ⚠rgamma_ series - acb_
poly_ ⚠rising_ ui_ series - acb_
poly_ ⚠root_ bound_ fujiwara - acb_
poly_ ⚠rsqrt_ series - acb_
poly_ ⚠scalar_ div - acb_
poly_ ⚠scalar_ mul - acb_
poly_ ⚠scalar_ mul_ 2exp_ si - acb_
poly_ ⚠set - acb_
poly_ ⚠set2_ arb_ poly - acb_
poly_ ⚠set2_ fmpq_ poly - acb_
poly_ ⚠set2_ fmpz_ poly - acb_
poly_ ⚠set_ acb - acb_
poly_ ⚠set_ arb_ poly - acb_
poly_ ⚠set_ coeff_ acb - acb_
poly_ ⚠set_ coeff_ si - acb_
poly_ ⚠set_ fmpq_ poly - acb_
poly_ ⚠set_ fmpz_ poly - acb_
poly_ ⚠set_ round - acb_
poly_ ⚠set_ si - acb_
poly_ ⚠set_ trunc - acb_
poly_ ⚠set_ trunc_ round - acb_
poly_ ⚠shift_ left - acb_
poly_ ⚠shift_ right - acb_
poly_ ⚠sin_ cos_ pi_ series - acb_
poly_ ⚠sin_ cos_ series - acb_
poly_ ⚠sin_ pi_ series - acb_
poly_ ⚠sin_ series - acb_
poly_ ⚠sinc_ pi_ series - acb_
poly_ ⚠sinc_ series - acb_
poly_ ⚠sinh_ cosh_ series - acb_
poly_ ⚠sinh_ cosh_ series_ basecase - acb_
poly_ ⚠sinh_ cosh_ series_ exponential - acb_
poly_ ⚠sinh_ series - acb_
poly_ ⚠sqrt_ series - acb_
poly_ ⚠sub - acb_
poly_ ⚠sub_ series - acb_
poly_ ⚠swap - acb_
poly_ ⚠tan_ series - acb_
poly_ ⚠taylor_ shift - acb_
poly_ ⚠truncate - acb_
poly_ ⚠validate_ real_ roots - acb_
poly_ ⚠valuation - acb_
poly_ ⚠zero - acb_
poly_ ⚠zeta_ series - acb_
polygamma ⚠ - acb_
polylog ⚠ - acb_
polylog_ ⚠si - acb_pow⚠
- acb_
pow_ ⚠analytic - acb_
pow_ ⚠arb - acb_
pow_ ⚠fmpz - acb_
pow_ ⚠si - acb_
pow_ ⚠ui - acb_
print ⚠ - acb_
printd ⚠ - acb_
printn ⚠ - acb_
quadratic_ ⚠roots_ fmpz - acb_
randtest ⚠ - acb_
randtest_ ⚠param - acb_
randtest_ ⚠precise - acb_
randtest_ ⚠special - acb_
real_ ⚠abs - acb_
real_ ⚠ceil - acb_
real_ ⚠floor - acb_
real_ ⚠heaviside - acb_
real_ ⚠max - acb_
real_ ⚠min - acb_
real_ ⚠ptr - acb_
real_ ⚠sgn - acb_
real_ ⚠sqrtpos - acb_
rel_ ⚠accuracy_ bits - acb_
rel_ ⚠error_ bits - acb_
rel_ ⚠one_ accuracy_ bits - acb_
rgamma ⚠ - acb_
rising ⚠ - acb_
rising2_ ⚠ui - acb_
rising_ ⚠ui - acb_
rising_ ⚠ui_ get_ mag - acb_
root_ ⚠ui - acb_
rsqrt ⚠ - acb_
rsqrt_ ⚠analytic - acb_sec⚠
- acb_
sech ⚠ - acb_set⚠
- acb_
set_ ⚠arb - acb_
set_ ⚠arb_ arb - acb_
set_ ⚠d - acb_
set_ ⚠d_ d - acb_
set_ ⚠fmpq - acb_
set_ ⚠fmpz - acb_
set_ ⚠fmpz_ fmpz - acb_
set_ ⚠round - acb_
set_ ⚠round_ arb - acb_
set_ ⚠round_ fmpz - acb_
set_ ⚠si - acb_
set_ ⚠si_ si - acb_
set_ ⚠ui - acb_sgn⚠
- acb_
siegel_ ⚠cho - acb_
siegel_ ⚠cocycle - acb_
siegel_ ⚠is_ reduced - acb_
siegel_ ⚠randtest - acb_
siegel_ ⚠randtest_ reduced - acb_
siegel_ ⚠randtest_ vec - acb_
siegel_ ⚠reduce - acb_
siegel_ ⚠transform - acb_
siegel_ ⚠transform_ cocycle_ inv - acb_
siegel_ ⚠transform_ z - acb_
siegel_ ⚠yinv - acb_sin⚠
- acb_
sin_ ⚠cos - acb_
sin_ ⚠cos_ pi - acb_
sin_ ⚠pi - acb_
sinc ⚠ - acb_
sinc_ ⚠pi - acb_
sinh ⚠ - acb_
sinh_ ⚠cosh - acb_sqr⚠
- acb_
sqrt ⚠ - acb_
sqrt_ ⚠analytic - acb_
sqrts ⚠ - acb_sub⚠
- acb_
sub_ ⚠arb - acb_
sub_ ⚠fmpz - acb_
sub_ ⚠si - acb_
sub_ ⚠ui - acb_
submul ⚠ - acb_
submul_ ⚠arb - acb_
submul_ ⚠fmpz - acb_
submul_ ⚠si - acb_
submul_ ⚠ui - acb_
swap ⚠ - acb_
swap_ ⚠ri - acb_tan⚠
- acb_
tan_ ⚠pi - acb_
tanh ⚠ - acb_
theta_ ⚠agm_ hadamard - acb_
theta_ ⚠agm_ mul - acb_
theta_ ⚠agm_ mul_ tight - acb_
theta_ ⚠agm_ sqrt - acb_
theta_ ⚠all - acb_
theta_ ⚠char_ dot - acb_
theta_ ⚠char_ dot_ acb - acb_
theta_ ⚠char_ dot_ slong - acb_
theta_ ⚠char_ get_ a - acb_
theta_ ⚠char_ get_ acb - acb_
theta_ ⚠char_ get_ arb - acb_
theta_ ⚠char_ get_ slong - acb_
theta_ ⚠char_ is_ even - acb_
theta_ ⚠char_ is_ goepel - acb_
theta_ ⚠char_ is_ syzygous - acb_
theta_ ⚠dist_ a0 - acb_
theta_ ⚠dist_ addprec - acb_
theta_ ⚠dist_ lat - acb_
theta_ ⚠dist_ pt - acb_
theta_ ⚠eld_ border - acb_
theta_ ⚠eld_ clear - acb_
theta_ ⚠eld_ contains - acb_
theta_ ⚠eld_ init - acb_
theta_ ⚠eld_ points - acb_
theta_ ⚠eld_ print - acb_
theta_ ⚠eld_ set - acb_
theta_ ⚠g2_ character - acb_
theta_ ⚠g2_ chi5 - acb_
theta_ ⚠g2_ chi3_ 6 - acb_
theta_ ⚠g2_ chi10 - acb_
theta_ ⚠g2_ chi12 - acb_
theta_ ⚠g2_ chi35 - acb_
theta_ ⚠g2_ covariants - acb_
theta_ ⚠g2_ covariants_ lead - acb_
theta_ ⚠g2_ detk_ symj - acb_
theta_ ⚠g2_ jet_ naive_ 1 - acb_
theta_ ⚠g2_ psi4 - acb_
theta_ ⚠g2_ psi6 - acb_
theta_ ⚠g2_ sextic - acb_
theta_ ⚠g2_ sextic_ chi5 - acb_
theta_ ⚠g2_ transvectant - acb_
theta_ ⚠g2_ transvectant_ lead - acb_
theta_ ⚠jet_ all - acb_
theta_ ⚠jet_ compose - acb_
theta_ ⚠jet_ error_ bounds - acb_
theta_ ⚠jet_ exp_ pi_ i - acb_
theta_ ⚠jet_ index - acb_
theta_ ⚠jet_ mul - acb_
theta_ ⚠jet_ naive_ 00 - acb_
theta_ ⚠jet_ naive_ all - acb_
theta_ ⚠jet_ naive_ fixed_ ab - acb_
theta_ ⚠jet_ naive_ radius - acb_
theta_ ⚠jet_ nb - acb_
theta_ ⚠jet_ ql_ all - acb_
theta_ ⚠jet_ ql_ bounds - acb_
theta_ ⚠jet_ ql_ finite_ diff - acb_
theta_ ⚠jet_ ql_ radius - acb_
theta_ ⚠jet_ total_ order - acb_
theta_ ⚠jet_ tuples - acb_
theta_ ⚠naive_ 0b - acb_
theta_ ⚠naive_ 00 - acb_
theta_ ⚠naive_ all - acb_
theta_ ⚠naive_ fixed_ a - acb_
theta_ ⚠naive_ fixed_ ab - acb_
theta_ ⚠naive_ radius - acb_
theta_ ⚠naive_ reduce - acb_
theta_ ⚠naive_ term - acb_
theta_ ⚠naive_ worker - acb_
theta_ ⚠ql_ a0 - acb_
theta_ ⚠ql_ a0_ naive - acb_
theta_ ⚠ql_ a0_ nb_ steps - acb_
theta_ ⚠ql_ a0_ split - acb_
theta_ ⚠ql_ a0_ steps - acb_
theta_ ⚠ql_ all - acb_
theta_ ⚠ql_ reduce - acb_
theta_ ⚠transform_ char - acb_
theta_ ⚠transform_ kappa - acb_
theta_ ⚠transform_ kappa2 - acb_
theta_ ⚠transform_ proj - acb_
theta_ ⚠transform_ sqrtdet - acb_
trim ⚠ - acb_
union ⚠ - acb_
unit_ ⚠root - acb_
urandom ⚠ - acb_
vec_ ⚠swap_ ri - acb_
zero ⚠ - acb_
zeta ⚠ - acf_add⚠
- acf_
allocated_ ⚠bytes - acf_
approx_ ⚠div - acf_
approx_ ⚠dot - acf_
approx_ ⚠inv - acf_
approx_ ⚠sqrt - acf_
bits ⚠ - acf_
clear ⚠ - acf_
equal ⚠ - acf_
get_ ⚠mag - acf_
imag_ ⚠ptr - acf_
init ⚠ - acf_mul⚠
- acf_neg⚠
- acf_
neg_ ⚠round - acf_
printd ⚠ - acf_
randtest ⚠ - acf_
real_ ⚠ptr - acf_set⚠
- acf_
set_ ⚠round - acf_sub⚠
- acf_
swap ⚠ - apow_
cmp ⚠ - aprcl_
R_ ⚠value - aprcl_
config_ ⚠gauss_ clear - aprcl_
config_ ⚠gauss_ init - aprcl_
config_ ⚠gauss_ init_ min_ R - aprcl_
config_ ⚠jacobi_ clear - aprcl_
config_ ⚠jacobi_ init - aprcl_
f_ ⚠table - aprcl_
is_ ⚠mul_ coprime_ ui_ fmpz - aprcl_
is_ ⚠mul_ coprime_ ui_ ui - aprcl_
is_ ⚠prime - aprcl_
is_ ⚠prime_ final_ division - aprcl_
is_ ⚠prime_ gauss - aprcl_
is_ ⚠prime_ gauss_ min_ R - aprcl_
is_ ⚠prime_ jacobi - aprcl_
p_ ⚠power_ in_ q - arb_abs⚠
- arb_
acos ⚠ - arb_
acosh ⚠ - arb_add⚠
- arb_
add_ ⚠arf - arb_
add_ ⚠error - arb_
add_ ⚠error_ 2exp_ fmpz - arb_
add_ ⚠error_ 2exp_ si - arb_
add_ ⚠error_ arf - arb_
add_ ⚠error_ mag - arb_
add_ ⚠fmpz - arb_
add_ ⚠fmpz_ 2exp - arb_
add_ ⚠si - arb_
add_ ⚠ui - arb_
addmul ⚠ - arb_
addmul_ ⚠arf - arb_
addmul_ ⚠fmpz - arb_
addmul_ ⚠si - arb_
addmul_ ⚠ui - arb_agm⚠
- arb_
allocated_ ⚠bytes - arb_
approx_ ⚠dot - arb_
asin ⚠ - arb_
asinh ⚠ - arb_
atan ⚠ - arb_
atan2 ⚠ - arb_
atan_ ⚠arf - arb_
atan_ ⚠arf_ bb - arb_
atan_ ⚠arf_ newton - arb_
atan_ ⚠frac_ bsplit - arb_
atan_ ⚠gauss_ primes_ vec_ bsplit - arb_
atan_ ⚠newton - arb_
atanh ⚠ - arb_
bell_ ⚠fmpz - arb_
bell_ ⚠sum_ bsplit - arb_
bell_ ⚠sum_ taylor - arb_
bell_ ⚠ui - arb_
bernoulli_ ⚠fmpz - arb_
bernoulli_ ⚠poly_ ui - arb_
bernoulli_ ⚠ui - arb_
bernoulli_ ⚠ui_ zeta - arb_
bin_ ⚠ui - arb_
bin_ ⚠uiui - arb_
bits ⚠ - arb_
calc_ ⚠isolate_ roots - arb_
calc_ ⚠newton_ conv_ factor - arb_
calc_ ⚠newton_ step - arb_
calc_ ⚠partition - arb_
calc_ ⚠refine_ root_ bisect - arb_
calc_ ⚠refine_ root_ newton - arb_
can_ ⚠round_ arf - arb_
ceil ⚠ - arb_
chebyshev_ ⚠t2_ ui - arb_
chebyshev_ ⚠t_ ui - arb_
chebyshev_ ⚠u2_ ui - arb_
chebyshev_ ⚠u_ ui - arb_
clear ⚠ - arb_
const_ ⚠apery - arb_
const_ ⚠catalan - arb_
const_ ⚠e - arb_
const_ ⚠euler - arb_
const_ ⚠glaisher - arb_
const_ ⚠khinchin - arb_
const_ ⚠log2 - arb_
const_ ⚠log10 - arb_
const_ ⚠log_ sqrt2pi - arb_
const_ ⚠pi - arb_
const_ ⚠reciprocal_ fibonacci - arb_
const_ ⚠sqrt_ pi - arb_
contains ⚠ - arb_
contains_ ⚠arf - arb_
contains_ ⚠fmpq - arb_
contains_ ⚠fmpz - arb_
contains_ ⚠int - arb_
contains_ ⚠interior - arb_
contains_ ⚠negative - arb_
contains_ ⚠nonnegative - arb_
contains_ ⚠nonpositive - arb_
contains_ ⚠positive - arb_
contains_ ⚠si - arb_
contains_ ⚠zero - arb_cos⚠
- arb_
cos_ ⚠pi - arb_
cos_ ⚠pi_ fmpq - arb_
cosh ⚠ - arb_cot⚠
- arb_
cot_ ⚠pi - arb_
coth ⚠ - arb_csc⚠
- arb_
csc_ ⚠pi - arb_
csch ⚠ - arb_
digamma ⚠ - arb_div⚠
- arb_
div_ ⚠2expm1_ ui - arb_
div_ ⚠arf - arb_
div_ ⚠arf_ newton - arb_
div_ ⚠fmpz - arb_
div_ ⚠newton - arb_
div_ ⚠si - arb_
div_ ⚠ui - arb_dot⚠
- arb_
dot_ ⚠fmpz - arb_
dot_ ⚠precise - arb_
dot_ ⚠si - arb_
dot_ ⚠simple - arb_
dot_ ⚠siui - arb_
dot_ ⚠ui - arb_
dot_ ⚠uiui - arb_
doublefac_ ⚠ui - arb_
dump_ ⚠file - arb_
dump_ ⚠str - arb_eq⚠
- arb_
equal ⚠ - arb_
equal_ ⚠si - arb_
euler_ ⚠number_ fmpz - arb_
euler_ ⚠number_ ui - arb_exp⚠
- arb_
exp_ ⚠arf - arb_
exp_ ⚠arf_ bb - arb_
exp_ ⚠arf_ generic - arb_
exp_ ⚠arf_ log_ reduction - arb_
exp_ ⚠arf_ rs_ generic - arb_
exp_ ⚠invexp - arb_
expm1 ⚠ - arb_
fac_ ⚠ui - arb_
fib_ ⚠fmpz - arb_
fib_ ⚠ui - arb_
floor ⚠ - arb_fma⚠
- arb_
fma_ ⚠arf - arb_
fma_ ⚠fmpz - arb_
fma_ ⚠si - arb_
fma_ ⚠ui - arb_
fmpz_ ⚠div_ fmpz - arb_
fmpz_ ⚠divapprox - arb_
fmpz_ ⚠euler_ number_ ui - arb_
fmpz_ ⚠euler_ number_ ui_ multi_ mod - arb_
fmpz_ ⚠poly_ complex_ roots - arb_
fmpz_ ⚠poly_ deflate - arb_
fmpz_ ⚠poly_ deflation - arb_
fmpz_ ⚠poly_ evaluate_ acb - arb_
fmpz_ ⚠poly_ evaluate_ acb_ horner - arb_
fmpz_ ⚠poly_ evaluate_ acb_ rectangular - arb_
fmpz_ ⚠poly_ evaluate_ arb - arb_
fmpz_ ⚠poly_ evaluate_ arb_ horner - arb_
fmpz_ ⚠poly_ evaluate_ arb_ rectangular - arb_
fmpz_ ⚠poly_ gauss_ period_ minpoly - arb_
fprint ⚠ - arb_
fprintd ⚠ - arb_
fprintn ⚠ - arb_
fpwrap_ ⚠cdouble_ acos - arb_
fpwrap_ ⚠cdouble_ acosh - arb_
fpwrap_ ⚠cdouble_ agm - arb_
fpwrap_ ⚠cdouble_ airy_ ai - arb_
fpwrap_ ⚠cdouble_ airy_ ai_ prime - arb_
fpwrap_ ⚠cdouble_ airy_ bi - arb_
fpwrap_ ⚠cdouble_ airy_ bi_ prime - arb_
fpwrap_ ⚠cdouble_ asin - arb_
fpwrap_ ⚠cdouble_ asinh - arb_
fpwrap_ ⚠cdouble_ atan - arb_
fpwrap_ ⚠cdouble_ atanh - arb_
fpwrap_ ⚠cdouble_ barnes_ g - arb_
fpwrap_ ⚠cdouble_ bessel_ i - arb_
fpwrap_ ⚠cdouble_ bessel_ j - arb_
fpwrap_ ⚠cdouble_ bessel_ k - arb_
fpwrap_ ⚠cdouble_ bessel_ k_ scaled - arb_
fpwrap_ ⚠cdouble_ bessel_ y - arb_
fpwrap_ ⚠cdouble_ beta_ lower - arb_
fpwrap_ ⚠cdouble_ cbrt - arb_
fpwrap_ ⚠cdouble_ chebyshev_ t - arb_
fpwrap_ ⚠cdouble_ chebyshev_ u - arb_
fpwrap_ ⚠cdouble_ cos - arb_
fpwrap_ ⚠cdouble_ cos_ integral - arb_
fpwrap_ ⚠cdouble_ cos_ pi - arb_
fpwrap_ ⚠cdouble_ cosh_ integral - arb_
fpwrap_ ⚠cdouble_ cot - arb_
fpwrap_ ⚠cdouble_ cot_ pi - arb_
fpwrap_ ⚠cdouble_ coulomb_ f - arb_
fpwrap_ ⚠cdouble_ coulomb_ g - arb_
fpwrap_ ⚠cdouble_ coulomb_ hneg - arb_
fpwrap_ ⚠cdouble_ coulomb_ hpos - arb_
fpwrap_ ⚠cdouble_ csc - arb_
fpwrap_ ⚠cdouble_ dedekind_ eta - arb_
fpwrap_ ⚠cdouble_ digamma - arb_
fpwrap_ ⚠cdouble_ dilog - arb_
fpwrap_ ⚠cdouble_ dirichlet_ eta - arb_
fpwrap_ ⚠cdouble_ elliptic_ e - arb_
fpwrap_ ⚠cdouble_ elliptic_ e_ inc - arb_
fpwrap_ ⚠cdouble_ elliptic_ f - arb_
fpwrap_ ⚠cdouble_ elliptic_ inv_ p - arb_
fpwrap_ ⚠cdouble_ elliptic_ k - arb_
fpwrap_ ⚠cdouble_ elliptic_ p - arb_
fpwrap_ ⚠cdouble_ elliptic_ p_ prime - arb_
fpwrap_ ⚠cdouble_ elliptic_ pi - arb_
fpwrap_ ⚠cdouble_ elliptic_ pi_ inc - arb_
fpwrap_ ⚠cdouble_ elliptic_ rf - arb_
fpwrap_ ⚠cdouble_ elliptic_ rg - arb_
fpwrap_ ⚠cdouble_ elliptic_ rj - arb_
fpwrap_ ⚠cdouble_ elliptic_ sigma - arb_
fpwrap_ ⚠cdouble_ elliptic_ zeta - arb_
fpwrap_ ⚠cdouble_ erf - arb_
fpwrap_ ⚠cdouble_ erfc - arb_
fpwrap_ ⚠cdouble_ erfi - arb_
fpwrap_ ⚠cdouble_ exp - arb_
fpwrap_ ⚠cdouble_ exp_ integral_ e - arb_
fpwrap_ ⚠cdouble_ exp_ integral_ ei - arb_
fpwrap_ ⚠cdouble_ expm1 - arb_
fpwrap_ ⚠cdouble_ fresnel_ c - arb_
fpwrap_ ⚠cdouble_ fresnel_ s - arb_
fpwrap_ ⚠cdouble_ gamma - arb_
fpwrap_ ⚠cdouble_ gamma_ lower - arb_
fpwrap_ ⚠cdouble_ gamma_ upper - arb_
fpwrap_ ⚠cdouble_ gegenbauer_ c - arb_
fpwrap_ ⚠cdouble_ hardy_ theta - arb_
fpwrap_ ⚠cdouble_ hardy_ z - arb_
fpwrap_ ⚠cdouble_ hermite_ h - arb_
fpwrap_ ⚠cdouble_ hurwitz_ zeta - arb_
fpwrap_ ⚠cdouble_ hypgeom_ 0f1 - arb_
fpwrap_ ⚠cdouble_ hypgeom_ 1f1 - arb_
fpwrap_ ⚠cdouble_ hypgeom_ 2f1 - arb_
fpwrap_ ⚠cdouble_ hypgeom_ pfq - arb_
fpwrap_ ⚠cdouble_ hypgeom_ u - arb_
fpwrap_ ⚠cdouble_ jacobi_ p - arb_
fpwrap_ ⚠cdouble_ jacobi_ theta_ 1 - arb_
fpwrap_ ⚠cdouble_ jacobi_ theta_ 2 - arb_
fpwrap_ ⚠cdouble_ jacobi_ theta_ 3 - arb_
fpwrap_ ⚠cdouble_ jacobi_ theta_ 4 - arb_
fpwrap_ ⚠cdouble_ laguerre_ l - arb_
fpwrap_ ⚠cdouble_ lambertw - arb_
fpwrap_ ⚠cdouble_ legendre_ p - arb_
fpwrap_ ⚠cdouble_ legendre_ q - arb_
fpwrap_ ⚠cdouble_ lerch_ phi - arb_
fpwrap_ ⚠cdouble_ lgamma - arb_
fpwrap_ ⚠cdouble_ log - arb_
fpwrap_ ⚠cdouble_ log1p - arb_
fpwrap_ ⚠cdouble_ log_ barnes_ g - arb_
fpwrap_ ⚠cdouble_ log_ integral - arb_
fpwrap_ ⚠cdouble_ modular_ delta - arb_
fpwrap_ ⚠cdouble_ modular_ j - arb_
fpwrap_ ⚠cdouble_ modular_ lambda - arb_
fpwrap_ ⚠cdouble_ polygamma - arb_
fpwrap_ ⚠cdouble_ polylog - arb_
fpwrap_ ⚠cdouble_ pow - arb_
fpwrap_ ⚠cdouble_ rgamma - arb_
fpwrap_ ⚠cdouble_ riemann_ xi - arb_
fpwrap_ ⚠cdouble_ rising - arb_
fpwrap_ ⚠cdouble_ rsqrt - arb_
fpwrap_ ⚠cdouble_ sec - arb_
fpwrap_ ⚠cdouble_ sin - arb_
fpwrap_ ⚠cdouble_ sin_ integral - arb_
fpwrap_ ⚠cdouble_ sin_ pi - arb_
fpwrap_ ⚠cdouble_ sinc - arb_
fpwrap_ ⚠cdouble_ sinc_ pi - arb_
fpwrap_ ⚠cdouble_ sinh_ integral - arb_
fpwrap_ ⚠cdouble_ spherical_ y - arb_
fpwrap_ ⚠cdouble_ sqrt - arb_
fpwrap_ ⚠cdouble_ tan - arb_
fpwrap_ ⚠cdouble_ tan_ pi - arb_
fpwrap_ ⚠cdouble_ zeta - arb_
fpwrap_ ⚠cdouble_ zeta_ zero - arb_
fpwrap_ ⚠double_ acos - arb_
fpwrap_ ⚠double_ acosh - arb_
fpwrap_ ⚠double_ agm - arb_
fpwrap_ ⚠double_ airy_ ai - arb_
fpwrap_ ⚠double_ airy_ ai_ prime - arb_
fpwrap_ ⚠double_ airy_ ai_ prime_ zero - arb_
fpwrap_ ⚠double_ airy_ ai_ zero - arb_
fpwrap_ ⚠double_ airy_ bi - arb_
fpwrap_ ⚠double_ airy_ bi_ prime - arb_
fpwrap_ ⚠double_ airy_ bi_ prime_ zero - arb_
fpwrap_ ⚠double_ airy_ bi_ zero - arb_
fpwrap_ ⚠double_ asin - arb_
fpwrap_ ⚠double_ asinh - arb_
fpwrap_ ⚠double_ atan - arb_
fpwrap_ ⚠double_ atan2 - arb_
fpwrap_ ⚠double_ atanh - arb_
fpwrap_ ⚠double_ barnes_ g - arb_
fpwrap_ ⚠double_ bessel_ i - arb_
fpwrap_ ⚠double_ bessel_ j - arb_
fpwrap_ ⚠double_ bessel_ k - arb_
fpwrap_ ⚠double_ bessel_ k_ scaled - arb_
fpwrap_ ⚠double_ bessel_ y - arb_
fpwrap_ ⚠double_ beta_ lower - arb_
fpwrap_ ⚠double_ cbrt - arb_
fpwrap_ ⚠double_ chebyshev_ t - arb_
fpwrap_ ⚠double_ chebyshev_ u - arb_
fpwrap_ ⚠double_ cos - arb_
fpwrap_ ⚠double_ cos_ integral - arb_
fpwrap_ ⚠double_ cos_ pi - arb_
fpwrap_ ⚠double_ cosh_ integral - arb_
fpwrap_ ⚠double_ cot - arb_
fpwrap_ ⚠double_ cot_ pi - arb_
fpwrap_ ⚠double_ coulomb_ f - arb_
fpwrap_ ⚠double_ coulomb_ g - arb_
fpwrap_ ⚠double_ csc - arb_
fpwrap_ ⚠double_ digamma - arb_
fpwrap_ ⚠double_ dilog - arb_
fpwrap_ ⚠double_ erf - arb_
fpwrap_ ⚠double_ erfc - arb_
fpwrap_ ⚠double_ erfcinv - arb_
fpwrap_ ⚠double_ erfi - arb_
fpwrap_ ⚠double_ erfinv - arb_
fpwrap_ ⚠double_ exp - arb_
fpwrap_ ⚠double_ exp_ integral_ e - arb_
fpwrap_ ⚠double_ exp_ integral_ ei - arb_
fpwrap_ ⚠double_ expm1 - arb_
fpwrap_ ⚠double_ fresnel_ c - arb_
fpwrap_ ⚠double_ fresnel_ s - arb_
fpwrap_ ⚠double_ gamma - arb_
fpwrap_ ⚠double_ gamma_ lower - arb_
fpwrap_ ⚠double_ gamma_ upper - arb_
fpwrap_ ⚠double_ gegenbauer_ c - arb_
fpwrap_ ⚠double_ hermite_ h - arb_
fpwrap_ ⚠double_ hurwitz_ zeta - arb_
fpwrap_ ⚠double_ hypgeom_ 0f1 - arb_
fpwrap_ ⚠double_ hypgeom_ 1f1 - arb_
fpwrap_ ⚠double_ hypgeom_ 2f1 - arb_
fpwrap_ ⚠double_ hypgeom_ pfq - arb_
fpwrap_ ⚠double_ hypgeom_ u - arb_
fpwrap_ ⚠double_ jacobi_ p - arb_
fpwrap_ ⚠double_ laguerre_ l - arb_
fpwrap_ ⚠double_ lambertw - arb_
fpwrap_ ⚠double_ legendre_ p - arb_
fpwrap_ ⚠double_ legendre_ q - arb_
fpwrap_ ⚠double_ legendre_ root - arb_
fpwrap_ ⚠double_ lerch_ phi - arb_
fpwrap_ ⚠double_ lgamma - arb_
fpwrap_ ⚠double_ log - arb_
fpwrap_ ⚠double_ log1p - arb_
fpwrap_ ⚠double_ log_ barnes_ g - arb_
fpwrap_ ⚠double_ log_ integral - arb_
fpwrap_ ⚠double_ polygamma - arb_
fpwrap_ ⚠double_ polylog - arb_
fpwrap_ ⚠double_ pow - arb_
fpwrap_ ⚠double_ rgamma - arb_
fpwrap_ ⚠double_ rising - arb_
fpwrap_ ⚠double_ rsqrt - arb_
fpwrap_ ⚠double_ sec - arb_
fpwrap_ ⚠double_ sin - arb_
fpwrap_ ⚠double_ sin_ integral - arb_
fpwrap_ ⚠double_ sin_ pi - arb_
fpwrap_ ⚠double_ sinc - arb_
fpwrap_ ⚠double_ sinc_ pi - arb_
fpwrap_ ⚠double_ sinh_ integral - arb_
fpwrap_ ⚠double_ sqrt - arb_
fpwrap_ ⚠double_ tan - arb_
fpwrap_ ⚠double_ tan_ pi - arb_
fpwrap_ ⚠double_ zeta - arb_
gamma ⚠ - arb_
gamma_ ⚠fmpq - arb_
gamma_ ⚠fmpz - arb_ge⚠
- arb_
get_ ⚠abs_ lbound_ arf - arb_
get_ ⚠abs_ ubound_ arf - arb_
get_ ⚠di - arb_
get_ ⚠fmpz_ mid_ rad_ 10exp - arb_
get_ ⚠interval_ arf - arb_
get_ ⚠interval_ fmpz_ 2exp - arb_
get_ ⚠lbound_ arf - arb_
get_ ⚠mag - arb_
get_ ⚠mag_ lower - arb_
get_ ⚠mag_ lower_ nonnegative - arb_
get_ ⚠mid_ arb - arb_
get_ ⚠rad_ arb - arb_
get_ ⚠rand_ fmpq - arb_
get_ ⚠str - arb_
get_ ⚠ubound_ arf - arb_
get_ ⚠unique_ fmpz - arb_gt⚠
- arb_
hurwitz_ ⚠zeta - arb_
hypgeom_ ⚠0f1 - arb_
hypgeom_ ⚠1f1 - arb_
hypgeom_ ⚠1f1_ integration - arb_
hypgeom_ ⚠2f1 - arb_
hypgeom_ ⚠2f1_ integration - arb_
hypgeom_ ⚠airy - arb_
hypgeom_ ⚠airy_ jet - arb_
hypgeom_ ⚠airy_ series - arb_
hypgeom_ ⚠airy_ zero - arb_
hypgeom_ ⚠bessel_ i - arb_
hypgeom_ ⚠bessel_ i_ integration - arb_
hypgeom_ ⚠bessel_ i_ scaled - arb_
hypgeom_ ⚠bessel_ j - arb_
hypgeom_ ⚠bessel_ jy - arb_
hypgeom_ ⚠bessel_ k - arb_
hypgeom_ ⚠bessel_ k_ integration - arb_
hypgeom_ ⚠bessel_ k_ scaled - arb_
hypgeom_ ⚠bessel_ y - arb_
hypgeom_ ⚠beta_ lower - arb_
hypgeom_ ⚠beta_ lower_ series - arb_
hypgeom_ ⚠central_ bin_ ui - arb_
hypgeom_ ⚠chebyshev_ t - arb_
hypgeom_ ⚠chebyshev_ u - arb_
hypgeom_ ⚠chi - arb_
hypgeom_ ⚠chi_ series - arb_
hypgeom_ ⚠ci - arb_
hypgeom_ ⚠ci_ series - arb_
hypgeom_ ⚠coulomb - arb_
hypgeom_ ⚠coulomb_ jet - arb_
hypgeom_ ⚠coulomb_ series - arb_
hypgeom_ ⚠dilog - arb_
hypgeom_ ⚠ei - arb_
hypgeom_ ⚠ei_ series - arb_
hypgeom_ ⚠erf - arb_
hypgeom_ ⚠erf_ bb - arb_
hypgeom_ ⚠erf_ series - arb_
hypgeom_ ⚠erfc - arb_
hypgeom_ ⚠erfc_ series - arb_
hypgeom_ ⚠erfcinv - arb_
hypgeom_ ⚠erfi - arb_
hypgeom_ ⚠erfi_ series - arb_
hypgeom_ ⚠erfinv - arb_
hypgeom_ ⚠expint - arb_
hypgeom_ ⚠fresnel - arb_
hypgeom_ ⚠fresnel_ series - arb_
hypgeom_ ⚠gamma - arb_
hypgeom_ ⚠gamma_ fmpq - arb_
hypgeom_ ⚠gamma_ fmpz - arb_
hypgeom_ ⚠gamma_ lower - arb_
hypgeom_ ⚠gamma_ lower_ series - arb_
hypgeom_ ⚠gamma_ stirling - arb_
hypgeom_ ⚠gamma_ stirling_ sum_ horner - arb_
hypgeom_ ⚠gamma_ stirling_ sum_ improved - arb_
hypgeom_ ⚠gamma_ taylor - arb_
hypgeom_ ⚠gamma_ upper - arb_
hypgeom_ ⚠gamma_ upper_ integration - arb_
hypgeom_ ⚠gamma_ upper_ series - arb_
hypgeom_ ⚠gegenbauer_ c - arb_
hypgeom_ ⚠hermite_ h - arb_
hypgeom_ ⚠infsum - arb_
hypgeom_ ⚠jacobi_ p - arb_
hypgeom_ ⚠laguerre_ l - arb_
hypgeom_ ⚠legendre_ p - arb_
hypgeom_ ⚠legendre_ p_ ui - arb_
hypgeom_ ⚠legendre_ p_ ui_ asymp - arb_
hypgeom_ ⚠legendre_ p_ ui_ deriv_ bound - arb_
hypgeom_ ⚠legendre_ p_ ui_ one - arb_
hypgeom_ ⚠legendre_ p_ ui_ rec - arb_
hypgeom_ ⚠legendre_ p_ ui_ root - arb_
hypgeom_ ⚠legendre_ p_ ui_ zero - arb_
hypgeom_ ⚠legendre_ q - arb_
hypgeom_ ⚠lgamma - arb_
hypgeom_ ⚠li - arb_
hypgeom_ ⚠li_ series - arb_
hypgeom_ ⚠m - arb_
hypgeom_ ⚠pfq - arb_
hypgeom_ ⚠rgamma - arb_
hypgeom_ ⚠rising - arb_
hypgeom_ ⚠rising_ ui - arb_
hypgeom_ ⚠rising_ ui_ bs - arb_
hypgeom_ ⚠rising_ ui_ forward - arb_
hypgeom_ ⚠rising_ ui_ jet - arb_
hypgeom_ ⚠rising_ ui_ jet_ bs - arb_
hypgeom_ ⚠rising_ ui_ jet_ powsum - arb_
hypgeom_ ⚠rising_ ui_ jet_ rs - arb_
hypgeom_ ⚠rising_ ui_ rec - arb_
hypgeom_ ⚠rising_ ui_ rs - arb_
hypgeom_ ⚠shi - arb_
hypgeom_ ⚠shi_ series - arb_
hypgeom_ ⚠si - arb_
hypgeom_ ⚠si_ series - arb_
hypgeom_ ⚠sum - arb_
hypgeom_ ⚠sum_ fmpq_ arb - arb_
hypgeom_ ⚠sum_ fmpq_ arb_ bs - arb_
hypgeom_ ⚠sum_ fmpq_ arb_ forward - arb_
hypgeom_ ⚠sum_ fmpq_ arb_ rs - arb_
hypgeom_ ⚠sum_ fmpq_ imag_ arb - arb_
hypgeom_ ⚠sum_ fmpq_ imag_ arb_ bs - arb_
hypgeom_ ⚠sum_ fmpq_ imag_ arb_ forward - arb_
hypgeom_ ⚠sum_ fmpq_ imag_ arb_ rs - arb_
hypgeom_ ⚠u - arb_
hypgeom_ ⚠u_ integration - arb_
hypot ⚠ - arb_
indeterminate ⚠ - arb_
init ⚠ - arb_
intersection ⚠ - arb_inv⚠
- arb_
is_ ⚠exact - arb_
is_ ⚠finite - arb_
is_ ⚠int - arb_
is_ ⚠int_ 2exp_ si - arb_
is_ ⚠negative - arb_
is_ ⚠nonnegative - arb_
is_ ⚠nonpositive - arb_
is_ ⚠nonzero - arb_
is_ ⚠one - arb_
is_ ⚠positive - arb_
is_ ⚠zero - arb_
lambertw ⚠ - arb_le⚠
- arb_
lgamma ⚠ - arb_
load_ ⚠file - arb_
load_ ⚠str - arb_log⚠
- arb_
log1p ⚠ - arb_
log_ ⚠arf - arb_
log_ ⚠arf_ newton - arb_
log_ ⚠base_ ui - arb_
log_ ⚠fmpz - arb_
log_ ⚠hypot - arb_
log_ ⚠newton - arb_
log_ ⚠primes_ vec_ bsplit - arb_
log_ ⚠ui - arb_
log_ ⚠ui_ from_ prev - arb_lt⚠
- arb_
mat_ ⚠add - arb_
mat_ ⚠add_ error_ mag - arb_
mat_ ⚠allocated_ bytes - arb_
mat_ ⚠approx_ inv - arb_
mat_ ⚠approx_ lu - arb_
mat_ ⚠approx_ mul - arb_
mat_ ⚠approx_ solve - arb_
mat_ ⚠approx_ solve_ lu_ precomp - arb_
mat_ ⚠approx_ solve_ tril - arb_
mat_ ⚠approx_ solve_ triu - arb_
mat_ ⚠bound_ frobenius_ norm - arb_
mat_ ⚠bound_ inf_ norm - arb_
mat_ ⚠charpoly - arb_
mat_ ⚠cho - arb_
mat_ ⚠clear - arb_
mat_ ⚠companion - arb_
mat_ ⚠contains - arb_
mat_ ⚠contains_ fmpq_ mat - arb_
mat_ ⚠contains_ fmpz_ mat - arb_
mat_ ⚠count_ is_ zero - arb_
mat_ ⚠count_ not_ is_ zero - arb_
mat_ ⚠dct - arb_
mat_ ⚠det - arb_
mat_ ⚠det_ lu - arb_
mat_ ⚠det_ precond - arb_
mat_ ⚠diag_ prod - arb_
mat_ ⚠entry_ ptr - arb_
mat_ ⚠entrywise_ is_ zero - arb_
mat_ ⚠entrywise_ not_ is_ zero - arb_
mat_ ⚠eq - arb_
mat_ ⚠equal - arb_
mat_ ⚠exp - arb_
mat_ ⚠exp_ taylor_ sum - arb_
mat_ ⚠find_ pivot_ partial - arb_
mat_ ⚠fprintd - arb_
mat_ ⚠frobenius_ norm - arb_
mat_ ⚠get_ mid - arb_
mat_ ⚠hilbert - arb_
mat_ ⚠indeterminate - arb_
mat_ ⚠init - arb_
mat_ ⚠inv - arb_
mat_ ⚠inv_ cho_ precomp - arb_
mat_ ⚠inv_ ldl_ precomp - arb_
mat_ ⚠is_ diag - arb_
mat_ ⚠is_ empty - arb_
mat_ ⚠is_ exact - arb_
mat_ ⚠is_ finite - arb_
mat_ ⚠is_ square - arb_
mat_ ⚠is_ tril - arb_
mat_ ⚠is_ triu - arb_
mat_ ⚠is_ zero - arb_
mat_ ⚠ldl - arb_
mat_ ⚠lu - arb_
mat_ ⚠lu_ classical - arb_
mat_ ⚠lu_ recursive - arb_
mat_ ⚠mul - arb_
mat_ ⚠mul_ block - arb_
mat_ ⚠mul_ classical - arb_
mat_ ⚠mul_ entrywise - arb_
mat_ ⚠mul_ threaded - arb_
mat_ ⚠ne - arb_
mat_ ⚠neg - arb_
mat_ ⚠one - arb_
mat_ ⚠ones - arb_
mat_ ⚠overlaps - arb_
mat_ ⚠pascal - arb_
mat_ ⚠pow_ ui - arb_
mat_ ⚠printd - arb_
mat_ ⚠randtest - arb_
mat_ ⚠randtest_ cho - arb_
mat_ ⚠randtest_ spd - arb_
mat_ ⚠scalar_ addmul_ arb - arb_
mat_ ⚠scalar_ addmul_ fmpz - arb_
mat_ ⚠scalar_ addmul_ si - arb_
mat_ ⚠scalar_ div_ arb - arb_
mat_ ⚠scalar_ div_ fmpz - arb_
mat_ ⚠scalar_ div_ si - arb_
mat_ ⚠scalar_ mul_ 2exp_ si - arb_
mat_ ⚠scalar_ mul_ arb - arb_
mat_ ⚠scalar_ mul_ fmpz - arb_
mat_ ⚠scalar_ mul_ si - arb_
mat_ ⚠set - arb_
mat_ ⚠set_ fmpq_ mat - arb_
mat_ ⚠set_ fmpz_ mat - arb_
mat_ ⚠set_ round_ fmpz_ mat - arb_
mat_ ⚠solve - arb_
mat_ ⚠solve_ cho_ precomp - arb_
mat_ ⚠solve_ ldl_ precomp - arb_
mat_ ⚠solve_ lu - arb_
mat_ ⚠solve_ lu_ precomp - arb_
mat_ ⚠solve_ preapprox - arb_
mat_ ⚠solve_ precond - arb_
mat_ ⚠solve_ tril - arb_
mat_ ⚠solve_ tril_ classical - arb_
mat_ ⚠solve_ tril_ recursive - arb_
mat_ ⚠solve_ triu - arb_
mat_ ⚠solve_ triu_ classical - arb_
mat_ ⚠solve_ triu_ recursive - arb_
mat_ ⚠spd_ get_ fmpz_ mat - arb_
mat_ ⚠spd_ inv - arb_
mat_ ⚠spd_ is_ lll_ reduced - arb_
mat_ ⚠spd_ lll_ reduce - arb_
mat_ ⚠spd_ solve - arb_
mat_ ⚠sqr - arb_
mat_ ⚠sqr_ classical - arb_
mat_ ⚠stirling - arb_
mat_ ⚠sub - arb_
mat_ ⚠swap - arb_
mat_ ⚠swap_ entrywise - arb_
mat_ ⚠swap_ rows - arb_
mat_ ⚠trace - arb_
mat_ ⚠transpose - arb_
mat_ ⚠vector_ mul_ col - arb_
mat_ ⚠vector_ mul_ row - arb_
mat_ ⚠window_ clear - arb_
mat_ ⚠window_ init - arb_
mat_ ⚠zero - arb_max⚠
- arb_
mid_ ⚠ptr - arb_min⚠
- arb_
minmax ⚠ - arb_mul⚠
- arb_
mul_ ⚠2exp_ fmpz - arb_
mul_ ⚠2exp_ si - arb_
mul_ ⚠arf - arb_
mul_ ⚠fmpz - arb_
mul_ ⚠si - arb_
mul_ ⚠ui - arb_ne⚠
- arb_neg⚠
- arb_
neg_ ⚠inf - arb_
neg_ ⚠round - arb_
nint ⚠ - arb_
nonnegative_ ⚠abs - arb_
nonnegative_ ⚠part - arb_one⚠
- arb_
overlaps ⚠ - arb_
partitions_ ⚠fmpz - arb_
partitions_ ⚠ui - arb_
poly_ ⚠acos_ series - arb_
poly_ ⚠add - arb_
poly_ ⚠add_ series - arb_
poly_ ⚠add_ si - arb_
poly_ ⚠allocated_ bytes - arb_
poly_ ⚠asin_ series - arb_
poly_ ⚠atan_ series - arb_
poly_ ⚠binomial_ transform - arb_
poly_ ⚠binomial_ transform_ basecase - arb_
poly_ ⚠binomial_ transform_ convolution - arb_
poly_ ⚠borel_ transform - arb_
poly_ ⚠clear - arb_
poly_ ⚠compose - arb_
poly_ ⚠compose_ series - arb_
poly_ ⚠contains - arb_
poly_ ⚠contains_ fmpq_ poly - arb_
poly_ ⚠contains_ fmpz_ poly - arb_
poly_ ⚠cos_ pi_ series - arb_
poly_ ⚠cos_ series - arb_
poly_ ⚠cosh_ series - arb_
poly_ ⚠cot_ pi_ series - arb_
poly_ ⚠degree - arb_
poly_ ⚠derivative - arb_
poly_ ⚠digamma_ series - arb_
poly_ ⚠div_ series - arb_
poly_ ⚠divrem - arb_
poly_ ⚠equal - arb_
poly_ ⚠evaluate - arb_
poly_ ⚠evaluate2 - arb_
poly_ ⚠evaluate2_ acb - arb_
poly_ ⚠evaluate2_ acb_ horner - arb_
poly_ ⚠evaluate2_ acb_ rectangular - arb_
poly_ ⚠evaluate2_ horner - arb_
poly_ ⚠evaluate2_ rectangular - arb_
poly_ ⚠evaluate_ acb - arb_
poly_ ⚠evaluate_ acb_ horner - arb_
poly_ ⚠evaluate_ acb_ rectangular - arb_
poly_ ⚠evaluate_ horner - arb_
poly_ ⚠evaluate_ rectangular - arb_
poly_ ⚠evaluate_ vec_ fast - arb_
poly_ ⚠evaluate_ vec_ iter - arb_
poly_ ⚠exp_ series - arb_
poly_ ⚠exp_ series_ basecase - arb_
poly_ ⚠fit_ length - arb_
poly_ ⚠fprintd - arb_
poly_ ⚠gamma_ series - arb_
poly_ ⚠get_ coeff_ arb - arb_
poly_ ⚠get_ unique_ fmpz_ poly - arb_
poly_ ⚠graeffe_ transform - arb_
poly_ ⚠init - arb_
poly_ ⚠init2 - arb_
poly_ ⚠integral - arb_
poly_ ⚠interpolate_ barycentric - arb_
poly_ ⚠interpolate_ fast - arb_
poly_ ⚠interpolate_ newton - arb_
poly_ ⚠inv_ borel_ transform - arb_
poly_ ⚠inv_ series - arb_
poly_ ⚠is_ one - arb_
poly_ ⚠is_ x - arb_
poly_ ⚠is_ zero - arb_
poly_ ⚠lambertw_ series - arb_
poly_ ⚠length - arb_
poly_ ⚠lgamma_ series - arb_
poly_ ⚠log1p_ series - arb_
poly_ ⚠log_ series - arb_
poly_ ⚠majorant - arb_
poly_ ⚠mul - arb_
poly_ ⚠mullow - arb_
poly_ ⚠mullow_ block - arb_
poly_ ⚠mullow_ classical - arb_
poly_ ⚠neg - arb_
poly_ ⚠nth_ derivative - arb_
poly_ ⚠one - arb_
poly_ ⚠overlaps - arb_
poly_ ⚠pow_ arb_ series - arb_
poly_ ⚠pow_ series - arb_
poly_ ⚠pow_ ui - arb_
poly_ ⚠pow_ ui_ trunc_ binexp - arb_
poly_ ⚠printd - arb_
poly_ ⚠product_ roots - arb_
poly_ ⚠product_ roots_ complex - arb_
poly_ ⚠randtest - arb_
poly_ ⚠revert_ series - arb_
poly_ ⚠rgamma_ series - arb_
poly_ ⚠riemann_ siegel_ theta_ series - arb_
poly_ ⚠riemann_ siegel_ z_ series - arb_
poly_ ⚠rising_ ui_ series - arb_
poly_ ⚠root_ bound_ fujiwara - arb_
poly_ ⚠rsqrt_ series - arb_
poly_ ⚠scalar_ div - arb_
poly_ ⚠scalar_ mul - arb_
poly_ ⚠scalar_ mul_ 2exp_ si - arb_
poly_ ⚠set - arb_
poly_ ⚠set_ arb - arb_
poly_ ⚠set_ coeff_ arb - arb_
poly_ ⚠set_ coeff_ si - arb_
poly_ ⚠set_ fmpq_ poly - arb_
poly_ ⚠set_ fmpz_ poly - arb_
poly_ ⚠set_ round - arb_
poly_ ⚠set_ si - arb_
poly_ ⚠set_ trunc - arb_
poly_ ⚠set_ trunc_ round - arb_
poly_ ⚠shift_ left - arb_
poly_ ⚠shift_ right - arb_
poly_ ⚠sin_ cos_ pi_ series - arb_
poly_ ⚠sin_ cos_ series - arb_
poly_ ⚠sin_ pi_ series - arb_
poly_ ⚠sin_ series - arb_
poly_ ⚠sinc_ pi_ series - arb_
poly_ ⚠sinc_ series - arb_
poly_ ⚠sinh_ cosh_ series - arb_
poly_ ⚠sinh_ cosh_ series_ basecase - arb_
poly_ ⚠sinh_ cosh_ series_ exponential - arb_
poly_ ⚠sinh_ series - arb_
poly_ ⚠sqrt_ series - arb_
poly_ ⚠sub - arb_
poly_ ⚠sub_ series - arb_
poly_ ⚠swap - arb_
poly_ ⚠swinnerton_ dyer_ ui - arb_
poly_ ⚠tan_ series - arb_
poly_ ⚠taylor_ shift - arb_
poly_ ⚠truncate - arb_
poly_ ⚠valuation - arb_
poly_ ⚠zero - arb_
poly_ ⚠zeta_ series - arb_
polylog ⚠ - arb_
polylog_ ⚠si - arb_
pos_ ⚠inf - arb_pow⚠
- arb_
pow_ ⚠fmpq - arb_
pow_ ⚠fmpz - arb_
pow_ ⚠fmpz_ binexp - arb_
pow_ ⚠ui - arb_
power_ ⚠sum_ vec - arb_
primorial_ ⚠nth_ ui - arb_
primorial_ ⚠ui - arb_
print ⚠ - arb_
printd ⚠ - arb_
printn ⚠ - arb_
rad_ ⚠ptr - arb_
randtest ⚠ - arb_
randtest_ ⚠exact - arb_
randtest_ ⚠positive - arb_
randtest_ ⚠precise - arb_
randtest_ ⚠special - arb_
randtest_ ⚠wide - arb_
rel_ ⚠accuracy_ bits - arb_
rel_ ⚠error_ bits - arb_
rel_ ⚠one_ accuracy_ bits - arb_
rgamma ⚠ - arb_
rising ⚠ - arb_
rising2_ ⚠ui - arb_
rising_ ⚠fmpq_ ui - arb_
rising_ ⚠ui - arb_
root ⚠ - arb_
root_ ⚠ui - arb_
rsqrt ⚠ - arb_
rsqrt_ ⚠arf_ newton - arb_
rsqrt_ ⚠ui - arb_sec⚠
- arb_
sech ⚠ - arb_set⚠
- arb_
set_ ⚠arf - arb_
set_ ⚠d - arb_
set_ ⚠di - arb_
set_ ⚠fmpq - arb_
set_ ⚠fmpz - arb_
set_ ⚠fmpz_ 2exp - arb_
set_ ⚠interval_ arf - arb_
set_ ⚠interval_ mag - arb_
set_ ⚠interval_ neg_ pos_ mag - arb_
set_ ⚠round - arb_
set_ ⚠round_ fmpz - arb_
set_ ⚠round_ fmpz_ 2exp - arb_
set_ ⚠si - arb_
set_ ⚠str - arb_
set_ ⚠ui - arb_sgn⚠
- arb_
sgn_ ⚠nonzero - arb_
si_ ⚠pow_ ui - arb_sin⚠
- arb_
sin_ ⚠cos - arb_
sin_ ⚠cos_ arf_ atan_ reduction - arb_
sin_ ⚠cos_ arf_ bb - arb_
sin_ ⚠cos_ arf_ generic - arb_
sin_ ⚠cos_ arf_ rs_ generic - arb_
sin_ ⚠cos_ generic - arb_
sin_ ⚠cos_ pi - arb_
sin_ ⚠cos_ pi_ fmpq - arb_
sin_ ⚠cos_ wide - arb_
sin_ ⚠pi - arb_
sin_ ⚠pi_ fmpq - arb_
sinc ⚠ - arb_
sinc_ ⚠pi - arb_
sinh ⚠ - arb_
sinh_ ⚠cosh - arb_sqr⚠
- arb_
sqrt ⚠ - arb_
sqrt1pm1 ⚠ - arb_
sqrt_ ⚠arf - arb_
sqrt_ ⚠arf_ newton - arb_
sqrt_ ⚠fmpz - arb_
sqrt_ ⚠newton - arb_
sqrt_ ⚠ui - arb_
sqrtpos ⚠ - arb_sub⚠
- arb_
sub_ ⚠arf - arb_
sub_ ⚠fmpz - arb_
sub_ ⚠si - arb_
sub_ ⚠ui - arb_
submul ⚠ - arb_
submul_ ⚠arf - arb_
submul_ ⚠fmpz - arb_
submul_ ⚠si - arb_
submul_ ⚠ui - arb_
swap ⚠ - arb_tan⚠
- arb_
tan_ ⚠pi - arb_
tanh ⚠ - arb_
trim ⚠ - arb_
trunc ⚠ - arb_
ui_ ⚠div - arb_
ui_ ⚠pow_ ui - arb_
union ⚠ - arb_
unit_ ⚠interval - arb_
urandom ⚠ - arb_
zero ⚠ - arb_
zero_ ⚠pm_ inf - arb_
zero_ ⚠pm_ one - arb_
zeta ⚠ - arb_
zeta_ ⚠ui - arb_
zeta_ ⚠ui_ asymp - arb_
zeta_ ⚠ui_ bernoulli - arb_
zeta_ ⚠ui_ borwein_ bsplit - arb_
zeta_ ⚠ui_ euler_ product - arb_
zeta_ ⚠ui_ vec - arb_
zeta_ ⚠ui_ vec_ borwein - arb_
zeta_ ⚠ui_ vec_ even - arb_
zeta_ ⚠ui_ vec_ odd - arf_abs⚠
- arf_
abs_ ⚠bound_ le_ 2exp_ fmpz - arf_
abs_ ⚠bound_ lt_ 2exp_ fmpz - arf_
abs_ ⚠bound_ lt_ 2exp_ si - arf_add⚠
- arf_
add_ ⚠fmpz - arf_
add_ ⚠fmpz_ 2exp - arf_
add_ ⚠si - arf_
add_ ⚠ui - arf_
addmul ⚠ - arf_
addmul_ ⚠fmpz - arf_
addmul_ ⚠mpz - arf_
addmul_ ⚠si - arf_
addmul_ ⚠ui - arf_
allocated_ ⚠bytes - arf_
approx_ ⚠dot - arf_
bits ⚠ - arf_bot⚠
- arf_
ceil ⚠ - arf_
clear ⚠ - arf_cmp⚠
- arf_
cmp_ ⚠2exp_ si - arf_
cmp_ ⚠d - arf_
cmp_ ⚠si - arf_
cmp_ ⚠ui - arf_
cmpabs ⚠ - arf_
cmpabs_ ⚠2exp_ si - arf_
cmpabs_ ⚠d - arf_
cmpabs_ ⚠mag - arf_
cmpabs_ ⚠ui - arf_
complex_ ⚠mul - arf_
complex_ ⚠mul_ fallback - arf_
complex_ ⚠sqr - arf_
debug ⚠ - arf_div⚠
- arf_
div_ ⚠fmpz - arf_
div_ ⚠si - arf_
div_ ⚠ui - arf_
dump_ ⚠file - arf_
dump_ ⚠str - arf_
equal ⚠ - arf_
equal_ ⚠d - arf_
equal_ ⚠si - arf_
equal_ ⚠ui - arf_
floor ⚠ - arf_fma⚠
- arf_
fmpz_ ⚠div - arf_
fmpz_ ⚠div_ fmpz - arf_
fprint ⚠ - arf_
fprintd ⚠ - arf_
frexp ⚠ - arf_
get_ ⚠d - arf_
get_ ⚠fmpq - arf_
get_ ⚠fmpz - arf_
get_ ⚠fmpz_ 2exp - arf_
get_ ⚠fmpz_ fixed_ fmpz - arf_
get_ ⚠fmpz_ fixed_ si - arf_
get_ ⚠mag - arf_
get_ ⚠mag_ lower - arf_
get_ ⚠si - arf_
get_ ⚠str - arf_
init ⚠ - arf_
init_ ⚠neg_ mag_ shallow - arf_
init_ ⚠neg_ shallow - arf_
init_ ⚠set_ mag_ shallow - arf_
init_ ⚠set_ shallow - arf_
init_ ⚠set_ si - arf_
init_ ⚠set_ ui - arf_
interval_ ⚠clear - arf_
interval_ ⚠fprintd - arf_
interval_ ⚠get_ arb - arf_
interval_ ⚠init - arf_
interval_ ⚠printd - arf_
interval_ ⚠set - arf_
interval_ ⚠swap - arf_
is_ ⚠finite - arf_
is_ ⚠inf - arf_
is_ ⚠int - arf_
is_ ⚠int_ 2exp_ si - arf_
is_ ⚠nan - arf_
is_ ⚠neg_ inf - arf_
is_ ⚠normal - arf_
is_ ⚠one - arf_
is_ ⚠pos_ inf - arf_
is_ ⚠special - arf_
is_ ⚠zero - arf_
load_ ⚠file - arf_
load_ ⚠str - arf_
mag_ ⚠add_ ulp - arf_
mag_ ⚠cmpabs - arf_
mag_ ⚠fast_ add_ ulp - arf_
mag_ ⚠set_ ulp - arf_max⚠
- arf_min⚠
- arf_
mul_ ⚠2exp_ fmpz - arf_
mul_ ⚠2exp_ si - arf_
mul_ ⚠fmpz - arf_
mul_ ⚠mpz - arf_
mul_ ⚠rnd_ any - arf_
mul_ ⚠rnd_ down - arf_
mul_ ⚠si - arf_
mul_ ⚠special - arf_
mul_ ⚠ui - arf_
mul_ ⚠via_ mpfr - arf_nan⚠
- arf_neg⚠
- arf_
neg_ ⚠inf - arf_
neg_ ⚠mul - arf_
neg_ ⚠round - arf_one⚠
- arf_
pos_ ⚠inf - arf_
print ⚠ - arf_
printd ⚠ - arf_
randtest ⚠ - arf_
randtest_ ⚠not_ zero - arf_
randtest_ ⚠special - arf_
root ⚠ - arf_
rounds_ ⚠down - arf_
rounds_ ⚠up - arf_
rsqrt ⚠ - arf_set⚠
- arf_
set_ ⚠d - arf_
set_ ⚠fmpq - arf_
set_ ⚠fmpz - arf_
set_ ⚠fmpz_ 2exp - arf_
set_ ⚠mag - arf_
set_ ⚠mpn - arf_
set_ ⚠mpz - arf_
set_ ⚠round - arf_
set_ ⚠round_ fmpz - arf_
set_ ⚠round_ fmpz_ 2exp - arf_
set_ ⚠round_ mpz - arf_
set_ ⚠round_ si - arf_
set_ ⚠round_ ui - arf_
set_ ⚠si - arf_
set_ ⚠si_ 2exp_ si - arf_
set_ ⚠ui - arf_
set_ ⚠ui_ 2exp_ si - arf_sgn⚠
- arf_
si_ ⚠div - arf_
sosq ⚠ - arf_
sqrt ⚠ - arf_
sqrt_ ⚠fmpz - arf_
sqrt_ ⚠ui - arf_sub⚠
- arf_
sub_ ⚠fmpz - arf_
sub_ ⚠si - arf_
sub_ ⚠ui - arf_
submul ⚠ - arf_
submul_ ⚠fmpz - arf_
submul_ ⚠mpz - arf_
submul_ ⚠si - arf_
submul_ ⚠ui - arf_sum⚠
- arf_
swap ⚠ - arf_
ui_ ⚠div - arf_
urandom ⚠ - arf_
zero ⚠ - arith_
bell_ ⚠number - arith_
bell_ ⚠number_ dobinski - arith_
bell_ ⚠number_ multi_ mod - arith_
bell_ ⚠number_ nmod - arith_
bell_ ⚠number_ nmod_ vec - arith_
bell_ ⚠number_ nmod_ vec_ ogf - arith_
bell_ ⚠number_ nmod_ vec_ recursive - arith_
bell_ ⚠number_ nmod_ vec_ series - arith_
bell_ ⚠number_ size - arith_
bell_ ⚠number_ vec - arith_
bell_ ⚠number_ vec_ multi_ mod - arith_
bell_ ⚠number_ vec_ recursive - arith_
bernoulli_ ⚠number - arith_
bernoulli_ ⚠number_ denom - arith_
bernoulli_ ⚠number_ size - arith_
bernoulli_ ⚠number_ vec - arith_
bernoulli_ ⚠polynomial - arith_
divisors ⚠ - arith_
euler_ ⚠number - arith_
euler_ ⚠number_ size - arith_
euler_ ⚠number_ vec - arith_
euler_ ⚠polynomial - arith_
harmonic_ ⚠number - arith_
hrr_ ⚠expsum_ factored - arith_
landau_ ⚠function_ vec - arith_
number_ ⚠of_ partitions - arith_
number_ ⚠of_ partitions_ nmod_ vec - arith_
number_ ⚠of_ partitions_ vec - arith_
ramanujan_ ⚠tau - arith_
ramanujan_ ⚠tau_ series - arith_
stirling_ ⚠matrix_ 1 - arith_
stirling_ ⚠matrix_ 2 - arith_
stirling_ ⚠matrix_ 1u - arith_
stirling_ ⚠number_ 1 - arith_
stirling_ ⚠number_ 2 - arith_
stirling_ ⚠number_ 1_ vec - arith_
stirling_ ⚠number_ 1_ vec_ next - arith_
stirling_ ⚠number_ 1u - arith_
stirling_ ⚠number_ 1u_ vec - arith_
stirling_ ⚠number_ 1u_ vec_ next - arith_
stirling_ ⚠number_ 2_ vec - arith_
stirling_ ⚠number_ 2_ vec_ next - arith_
sum_ ⚠of_ squares - arith_
sum_ ⚠of_ squares_ vec - bad_
fq_ ⚠nmod_ embed_ array_ init - bad_
fq_ ⚠nmod_ embed_ clear - bad_
fq_ ⚠nmod_ embed_ fq_ nmod_ lg_ to_ n_ fq_ sm - bad_
fq_ ⚠nmod_ embed_ lg_ to_ sm - bad_
fq_ ⚠nmod_ embed_ n_ fq_ sm_ to_ fq_ nmod_ lg - bad_
fq_ ⚠nmod_ embed_ sm_ elem_ to_ lg - bad_
fq_ ⚠nmod_ embed_ sm_ to_ lg - bad_
fq_ ⚠nmod_ mpoly_ embed_ chooser_ clear - bad_
fq_ ⚠nmod_ mpoly_ embed_ chooser_ init - bad_
fq_ ⚠nmod_ mpoly_ embed_ chooser_ next - bad_
n_ ⚠fq_ embed_ lg_ to_ sm - bad_
n_ ⚠fq_ embed_ sm_ elem_ to_ lg - bad_
n_ ⚠fq_ embed_ sm_ to_ lg - bernoulli_
bound_ ⚠2exp_ si - bernoulli_
cache_ ⚠compute - bernoulli_
denom_ ⚠size - bernoulli_
fmpq_ ⚠ui - bernoulli_
fmpq_ ⚠vec_ no_ cache - bernoulli_
global_ ⚠prec - bernoulli_
mod_ ⚠p_ harvey - bernoulli_
power_ ⚠prec - bernoulli_
rev_ ⚠clear - bernoulli_
rev_ ⚠init - bernoulli_
rev_ ⚠next - bernoulli_
zeta_ ⚠terms - block_
lanczos ⚠ - bool_
mat_ ⚠add - bool_
mat_ ⚠all - bool_
mat_ ⚠all_ pairs_ longest_ walk - bool_
mat_ ⚠any - bool_
mat_ ⚠clear - bool_
mat_ ⚠complement - bool_
mat_ ⚠directed_ cycle - bool_
mat_ ⚠directed_ path - bool_
mat_ ⚠equal - bool_
mat_ ⚠fprint - bool_
mat_ ⚠get_ entry - bool_
mat_ ⚠get_ strongly_ connected_ components - bool_
mat_ ⚠init - bool_
mat_ ⚠is_ diagonal - bool_
mat_ ⚠is_ empty - bool_
mat_ ⚠is_ lower_ triangular - bool_
mat_ ⚠is_ nilpotent - bool_
mat_ ⚠is_ square - bool_
mat_ ⚠is_ transitive - bool_
mat_ ⚠mul - bool_
mat_ ⚠mul_ entrywise - bool_
mat_ ⚠nilpotency_ degree - bool_
mat_ ⚠one - bool_
mat_ ⚠pow_ ui - bool_
mat_ ⚠print - bool_
mat_ ⚠randtest - bool_
mat_ ⚠randtest_ diagonal - bool_
mat_ ⚠randtest_ nilpotent - bool_
mat_ ⚠set - bool_
mat_ ⚠set_ entry - bool_
mat_ ⚠sqr - bool_
mat_ ⚠swap - bool_
mat_ ⚠trace - bool_
mat_ ⚠transitive_ closure - bool_
mat_ ⚠transpose - bool_
mat_ ⚠zero - butterfly_
lshB ⚠ - butterfly_
rshB ⚠ - ca_abs⚠
- ca_acos⚠
- ca_
acos_ ⚠direct - ca_
acos_ ⚠logarithm - ca_add⚠
- ca_
add_ ⚠fmpq - ca_
add_ ⚠fmpz - ca_
add_ ⚠si - ca_
add_ ⚠ui - ca_arg⚠
- ca_asin⚠
- ca_
asin_ ⚠direct - ca_
asin_ ⚠logarithm - ca_atan⚠
- ca_
atan_ ⚠direct - ca_
atan_ ⚠logarithm - ca_
can_ ⚠evaluate_ qqbar - ca_ceil⚠
- ca_
check_ ⚠equal - ca_
check_ ⚠ge - ca_
check_ ⚠gt - ca_
check_ ⚠is_ algebraic - ca_
check_ ⚠is_ i - ca_
check_ ⚠is_ imaginary - ca_
check_ ⚠is_ infinity - ca_
check_ ⚠is_ integer - ca_
check_ ⚠is_ neg_ i - ca_
check_ ⚠is_ neg_ i_ inf - ca_
check_ ⚠is_ neg_ inf - ca_
check_ ⚠is_ neg_ one - ca_
check_ ⚠is_ negative_ real - ca_
check_ ⚠is_ number - ca_
check_ ⚠is_ one - ca_
check_ ⚠is_ pos_ i_ inf - ca_
check_ ⚠is_ pos_ inf - ca_
check_ ⚠is_ rational - ca_
check_ ⚠is_ real - ca_
check_ ⚠is_ signed_ inf - ca_
check_ ⚠is_ uinf - ca_
check_ ⚠is_ undefined - ca_
check_ ⚠is_ zero - ca_
check_ ⚠le - ca_
check_ ⚠lt - ca_
clear ⚠ - ca_
cmp_ ⚠repr - ca_
condense_ ⚠field - ca_conj⚠
- ca_
conj_ ⚠deep - ca_
conj_ ⚠shallow - ca_cos⚠
- ca_cot⚠
- ca_csgn⚠
- ca_
ctx_ ⚠clear - ca_
ctx_ ⚠get_ option - ca_
ctx_ ⚠init - ca_
ctx_ ⚠print - ca_
ctx_ ⚠set_ option - ca_div⚠
- ca_
div_ ⚠fmpq - ca_
div_ ⚠fmpz - ca_
div_ ⚠si - ca_
div_ ⚠ui - ca_dot⚠
- ca_
equal_ ⚠repr - ca_erf⚠
- ca_erfc⚠
- ca_erfi⚠
- ca_
euler ⚠ - ca_exp⚠
- ca_
ext_ ⚠cache_ clear - ca_
ext_ ⚠cache_ init - ca_
ext_ ⚠cache_ insert - ca_
ext_ ⚠clear - ca_
ext_ ⚠cmp_ repr - ca_
ext_ ⚠equal_ repr - ca_
ext_ ⚠get_ acb_ raw - ca_
ext_ ⚠get_ arg - ca_
ext_ ⚠hash - ca_
ext_ ⚠init_ const - ca_
ext_ ⚠init_ fx - ca_
ext_ ⚠init_ fxn - ca_
ext_ ⚠init_ fxy - ca_
ext_ ⚠init_ qqbar - ca_
ext_ ⚠init_ set - ca_
ext_ ⚠nargs - ca_
ext_ ⚠print - ca_
factor ⚠ - ca_
factor_ ⚠clear - ca_
factor_ ⚠get_ ca - ca_
factor_ ⚠init - ca_
factor_ ⚠insert - ca_
factor_ ⚠one - ca_
factor_ ⚠print - ca_
field_ ⚠build_ ideal - ca_
field_ ⚠build_ ideal_ erf - ca_
field_ ⚠build_ ideal_ gamma - ca_
field_ ⚠cache_ clear - ca_
field_ ⚠cache_ init - ca_
field_ ⚠cache_ insert_ ext - ca_
field_ ⚠clear - ca_
field_ ⚠cmp - ca_
field_ ⚠init_ const - ca_
field_ ⚠init_ fx - ca_
field_ ⚠init_ fxy - ca_
field_ ⚠init_ multi - ca_
field_ ⚠init_ nf - ca_
field_ ⚠init_ qq - ca_
field_ ⚠print - ca_
field_ ⚠set_ ext - ca_
floor ⚠ - ca_
fmpq_ ⚠div - ca_
fmpq_ ⚠poly_ evaluate - ca_
fmpq_ ⚠sub - ca_
fmpz_ ⚠div - ca_
fmpz_ ⚠mpoly_ evaluate - ca_
fmpz_ ⚠mpoly_ evaluate_ horner - ca_
fmpz_ ⚠mpoly_ evaluate_ iter - ca_
fmpz_ ⚠mpoly_ q_ evaluate - ca_
fmpz_ ⚠mpoly_ q_ evaluate_ no_ division_ by_ zero - ca_
fmpz_ ⚠poly_ evaluate - ca_
fmpz_ ⚠sub - ca_
fprint ⚠ - ca_
gamma ⚠ - ca_
get_ ⚠acb - ca_
get_ ⚠acb_ accurate_ parts - ca_
get_ ⚠acb_ raw - ca_
get_ ⚠decimal_ str - ca_
get_ ⚠fexpr - ca_
get_ ⚠fmpq - ca_
get_ ⚠fmpz - ca_
get_ ⚠qqbar - ca_
get_ ⚠str - ca_
hash_ ⚠repr - ca_i⚠
- ca_im⚠
- ca_init⚠
- ca_inv⚠
- ca_
inv_ ⚠no_ division_ by_ zero - ca_
is_ ⚠cyclotomic_ nf_ elem - ca_
is_ ⚠gen_ as_ ext - ca_
is_ ⚠generic_ elem - ca_
is_ ⚠nf_ elem - ca_
is_ ⚠qq_ elem - ca_
is_ ⚠qq_ elem_ integer - ca_
is_ ⚠qq_ elem_ one - ca_
is_ ⚠qq_ elem_ zero - ca_
is_ ⚠special - ca_
is_ ⚠unknown - ca_
is_ ⚠zero_ check_ fast - ca_log⚠
- ca_
mat_ ⚠add - ca_
mat_ ⚠add_ ca - ca_
mat_ ⚠addmul_ ca - ca_
mat_ ⚠adjugate - ca_
mat_ ⚠adjugate_ charpoly - ca_
mat_ ⚠adjugate_ cofactor - ca_
mat_ ⚠ca_ poly_ evaluate - ca_
mat_ ⚠charpoly - ca_
mat_ ⚠charpoly_ berkowitz - ca_
mat_ ⚠charpoly_ danilevsky - ca_
mat_ ⚠check_ equal - ca_
mat_ ⚠check_ is_ one - ca_
mat_ ⚠check_ is_ zero - ca_
mat_ ⚠clear - ca_
mat_ ⚠companion - ca_
mat_ ⚠conj - ca_
mat_ ⚠conj_ transpose - ca_
mat_ ⚠det - ca_
mat_ ⚠det_ bareiss - ca_
mat_ ⚠det_ berkowitz - ca_
mat_ ⚠det_ cofactor - ca_
mat_ ⚠det_ lu - ca_
mat_ ⚠dft - ca_
mat_ ⚠diagonalization - ca_
mat_ ⚠div_ ca - ca_
mat_ ⚠div_ fmpq - ca_
mat_ ⚠div_ fmpz - ca_
mat_ ⚠div_ si - ca_
mat_ ⚠eigenvalues - ca_
mat_ ⚠entry_ ptr - ca_
mat_ ⚠exp - ca_
mat_ ⚠fflu - ca_
mat_ ⚠find_ pivot - ca_
mat_ ⚠hilbert - ca_
mat_ ⚠init - ca_
mat_ ⚠inv - ca_
mat_ ⚠is_ empty - ca_
mat_ ⚠is_ square - ca_
mat_ ⚠jordan_ blocks - ca_
mat_ ⚠jordan_ form - ca_
mat_ ⚠jordan_ transformation - ca_
mat_ ⚠log - ca_
mat_ ⚠lu - ca_
mat_ ⚠lu_ classical - ca_
mat_ ⚠lu_ recursive - ca_
mat_ ⚠mul - ca_
mat_ ⚠mul_ ca - ca_
mat_ ⚠mul_ classical - ca_
mat_ ⚠mul_ fmpq - ca_
mat_ ⚠mul_ fmpz - ca_
mat_ ⚠mul_ same_ nf - ca_
mat_ ⚠mul_ si - ca_
mat_ ⚠neg - ca_
mat_ ⚠nonsingular_ fflu - ca_
mat_ ⚠nonsingular_ lu - ca_
mat_ ⚠nonsingular_ solve - ca_
mat_ ⚠nonsingular_ solve_ adjugate - ca_
mat_ ⚠nonsingular_ solve_ fflu - ca_
mat_ ⚠nonsingular_ solve_ lu - ca_
mat_ ⚠one - ca_
mat_ ⚠ones - ca_
mat_ ⚠pascal - ca_
mat_ ⚠pow_ ui_ binexp - ca_
mat_ ⚠print - ca_
mat_ ⚠printn - ca_
mat_ ⚠randops - ca_
mat_ ⚠randtest - ca_
mat_ ⚠randtest_ rational - ca_
mat_ ⚠rank - ca_
mat_ ⚠right_ kernel - ca_
mat_ ⚠rref - ca_
mat_ ⚠rref_ fflu - ca_
mat_ ⚠rref_ lu - ca_
mat_ ⚠set - ca_
mat_ ⚠set_ ca - ca_
mat_ ⚠set_ fmpq_ mat - ca_
mat_ ⚠set_ fmpz_ mat - ca_
mat_ ⚠set_ jordan_ blocks - ca_
mat_ ⚠solve_ fflu_ precomp - ca_
mat_ ⚠solve_ lu_ precomp - ca_
mat_ ⚠solve_ tril - ca_
mat_ ⚠solve_ tril_ classical - ca_
mat_ ⚠solve_ tril_ recursive - ca_
mat_ ⚠solve_ triu - ca_
mat_ ⚠solve_ triu_ classical - ca_
mat_ ⚠solve_ triu_ recursive - ca_
mat_ ⚠sqr - ca_
mat_ ⚠stirling - ca_
mat_ ⚠sub - ca_
mat_ ⚠sub_ ca - ca_
mat_ ⚠submul_ ca - ca_
mat_ ⚠swap - ca_
mat_ ⚠trace - ca_
mat_ ⚠transfer - ca_
mat_ ⚠transpose - ca_
mat_ ⚠window_ clear - ca_
mat_ ⚠window_ init - ca_
mat_ ⚠zero - ca_
merge_ ⚠fields - ca_mul⚠
- ca_
mul_ ⚠fmpq - ca_
mul_ ⚠fmpz - ca_
mul_ ⚠si - ca_
mul_ ⚠ui - ca_neg⚠
- ca_
neg_ ⚠i - ca_
neg_ ⚠i_ inf - ca_
neg_ ⚠inf - ca_
neg_ ⚠one - ca_one⚠
- ca_pi⚠
- ca_pi_i⚠
- ca_
poly_ ⚠add - ca_
poly_ ⚠check_ equal - ca_
poly_ ⚠check_ is_ one - ca_
poly_ ⚠check_ is_ zero - ca_
poly_ ⚠clear - ca_
poly_ ⚠coeff_ ptr - ca_
poly_ ⚠compose - ca_
poly_ ⚠derivative - ca_
poly_ ⚠div - ca_
poly_ ⚠div_ ca - ca_
poly_ ⚠div_ fmpz - ca_
poly_ ⚠div_ series - ca_
poly_ ⚠divrem - ca_
poly_ ⚠divrem_ basecase - ca_
poly_ ⚠evaluate - ca_
poly_ ⚠evaluate_ horner - ca_
poly_ ⚠exp_ series - ca_
poly_ ⚠factor_ squarefree - ca_
poly_ ⚠fit_ length - ca_
poly_ ⚠gcd - ca_
poly_ ⚠gcd_ euclidean - ca_
poly_ ⚠init - ca_
poly_ ⚠init2 - ca_
poly_ ⚠integral - ca_
poly_ ⚠inv_ series - ca_
poly_ ⚠is_ proper - ca_
poly_ ⚠log_ series - ca_
poly_ ⚠make_ monic - ca_
poly_ ⚠mul - ca_
poly_ ⚠mul_ ca - ca_
poly_ ⚠mullow - ca_
poly_ ⚠neg - ca_
poly_ ⚠one - ca_
poly_ ⚠pow_ ui - ca_
poly_ ⚠pow_ ui_ trunc - ca_
poly_ ⚠print - ca_
poly_ ⚠printn - ca_
poly_ ⚠randtest - ca_
poly_ ⚠randtest_ rational - ca_
poly_ ⚠rem - ca_
poly_ ⚠reverse - ca_
poly_ ⚠roots - ca_
poly_ ⚠set - ca_
poly_ ⚠set_ ca - ca_
poly_ ⚠set_ coeff_ ca - ca_
poly_ ⚠set_ fmpq_ poly - ca_
poly_ ⚠set_ fmpz_ poly - ca_
poly_ ⚠set_ roots - ca_
poly_ ⚠set_ si - ca_
poly_ ⚠shift_ left - ca_
poly_ ⚠shift_ right - ca_
poly_ ⚠squarefree_ part - ca_
poly_ ⚠sub - ca_
poly_ ⚠swap - ca_
poly_ ⚠transfer - ca_
poly_ ⚠vec_ append - ca_
poly_ ⚠vec_ clear - ca_
poly_ ⚠vec_ init - ca_
poly_ ⚠vec_ set_ length - ca_
poly_ ⚠x - ca_
poly_ ⚠zero - ca_
pos_ ⚠i_ inf - ca_
pos_ ⚠inf - ca_pow⚠
- ca_
pow_ ⚠fmpq - ca_
pow_ ⚠fmpz - ca_
pow_ ⚠si - ca_
pow_ ⚠si_ arithmetic - ca_
pow_ ⚠ui - ca_
print ⚠ - ca_
printn ⚠ - ca_
randtest ⚠ - ca_
randtest_ ⚠rational - ca_
randtest_ ⚠same_ nf - ca_
randtest_ ⚠special - ca_re⚠
- ca_set⚠
- ca_
set_ ⚠d - ca_
set_ ⚠d_ d - ca_
set_ ⚠fexpr - ca_
set_ ⚠fmpq - ca_
set_ ⚠fmpz - ca_
set_ ⚠qqbar - ca_
set_ ⚠si - ca_
set_ ⚠ui - ca_sgn⚠
- ca_
si_ ⚠div - ca_
si_ ⚠sub - ca_sin⚠
- ca_
sin_ ⚠cos - ca_
sin_ ⚠cos_ direct - ca_
sin_ ⚠cos_ direct_ exp_ hack - ca_
sin_ ⚠cos_ exponential - ca_
sin_ ⚠cos_ tangent - ca_sqr⚠
- ca_sqrt⚠
- ca_
sqrt_ ⚠factor - ca_
sqrt_ ⚠inert - ca_
sqrt_ ⚠nofactor - ca_
sqrt_ ⚠ui - ca_sub⚠
- ca_
sub_ ⚠fmpq - ca_
sub_ ⚠fmpz - ca_
sub_ ⚠si - ca_
sub_ ⚠ui - ca_swap⚠
- ca_tan⚠
- ca_
tan_ ⚠direct - ca_
tan_ ⚠exponential - ca_
tan_ ⚠sine_ cosine - ca_
transfer ⚠ - ca_
ui_ ⚠div - ca_
ui_ ⚠sub - ca_uinf⚠
- ca_
undefined ⚠ - ca_
unknown ⚠ - ca_
vec_ ⚠append - ca_
vec_ ⚠clear - ca_
vec_ ⚠entry_ ptr - ca_
vec_ ⚠init - ca_
vec_ ⚠length - ca_
vec_ ⚠neg - ca_
vec_ ⚠print - ca_
vec_ ⚠printn - ca_
vec_ ⚠set - ca_
vec_ ⚠set_ length - ca_
vec_ ⚠swap - ca_
vec_ ⚠zero - ca_zero⚠
- calcium_
fmpz_ ⚠hash - calcium_
func_ ⚠name - calcium_
stream_ ⚠init_ file - calcium_
stream_ ⚠init_ str - calcium_
write ⚠ - calcium_
write_ ⚠acb - calcium_
write_ ⚠fmpz - calcium_
write_ ⚠free - calcium_
write_ ⚠si - clear_
col ⚠ - compute_
factor_ ⚠base - crt_
decomp ⚠ - crt_
init ⚠ - crt_
recomp ⚠ - d_
is_ ⚠nan - d_
lambertw ⚠ - d_log2⚠
- d_
mat_ ⚠approx_ equal - d_
mat_ ⚠clear - d_
mat_ ⚠equal - d_
mat_ ⚠init - d_
mat_ ⚠is_ square - d_
mat_ ⚠mul_ classical - d_
mat_ ⚠ncols - d_
mat_ ⚠nrows - d_
mat_ ⚠print - d_
mat_ ⚠randtest - d_
mat_ ⚠set - d_
mat_ ⚠swap_ entrywise - d_
mat_ ⚠transpose - d_
mat_ ⚠zero - d_
mul_ ⚠2exp - d_
mul_ ⚠2exp_ inrange - d_
mul_ ⚠2exp_ inrange2 - d_
polyval ⚠ - d_
randtest ⚠ - d_
randtest2 ⚠ - d_
randtest_ ⚠signed - d_
randtest_ ⚠special - di_
fast_ ⚠add - di_
fast_ ⚠add_ d - di_
fast_ ⚠div - di_
fast_ ⚠div_ d - di_
fast_ ⚠log_ nonnegative - di_
fast_ ⚠mid - di_
fast_ ⚠mul - di_
fast_ ⚠mul_ d - di_
fast_ ⚠sqr - di_
fast_ ⚠sub - di_
fast_ ⚠sub_ d - di_
fast_ ⚠ubound_ radius - di_
interval ⚠ - di_neg⚠
- di_
print ⚠ - di_
randtest ⚠ - dirichlet_
char_ ⚠clear - dirichlet_
char_ ⚠eq - dirichlet_
char_ ⚠eq_ deep - dirichlet_
char_ ⚠exp - dirichlet_
char_ ⚠first_ primitive - dirichlet_
char_ ⚠index - dirichlet_
char_ ⚠init - dirichlet_
char_ ⚠is_ primitive - dirichlet_
char_ ⚠is_ principal - dirichlet_
char_ ⚠is_ real - dirichlet_
char_ ⚠lift - dirichlet_
char_ ⚠log - dirichlet_
char_ ⚠lower - dirichlet_
char_ ⚠mul - dirichlet_
char_ ⚠next - dirichlet_
char_ ⚠next_ primitive - dirichlet_
char_ ⚠one - dirichlet_
char_ ⚠pow - dirichlet_
char_ ⚠print - dirichlet_
char_ ⚠set - dirichlet_
chi ⚠ - dirichlet_
chi_ ⚠vec - dirichlet_
chi_ ⚠vec_ loop - dirichlet_
chi_ ⚠vec_ loop_ order - dirichlet_
chi_ ⚠vec_ order - dirichlet_
chi_ ⚠vec_ primeloop - dirichlet_
chi_ ⚠vec_ primeloop_ order - dirichlet_
conductor_ ⚠char - dirichlet_
conductor_ ⚠ui - dirichlet_
group_ ⚠clear - dirichlet_
group_ ⚠dlog_ clear - dirichlet_
group_ ⚠dlog_ precompute - dirichlet_
group_ ⚠init - dirichlet_
group_ ⚠num_ primitive - dirichlet_
group_ ⚠size - dirichlet_
index_ ⚠char - dirichlet_
order_ ⚠char - dirichlet_
order_ ⚠ui - dirichlet_
pairing ⚠ - dirichlet_
pairing_ ⚠char - dirichlet_
parity_ ⚠char - dirichlet_
parity_ ⚠ui - dirichlet_
subgroup_ ⚠init - dirichlet_
vec_ ⚠set_ null - dlog_
1modpe ⚠ - dlog_
1modpe_ ⚠1modp - dlog_
1modpe_ ⚠init - dlog_
bsgs ⚠ - dlog_
bsgs_ ⚠clear - dlog_
bsgs_ ⚠init - dlog_
bsgs_ ⚠size - dlog_
crt ⚠ - dlog_
crt_ ⚠clear - dlog_
crt_ ⚠init - dlog_
mod2e ⚠ - dlog_
mod2e_ ⚠1mod4 - dlog_
modpe ⚠ - dlog_
modpe_ ⚠clear - dlog_
modpe_ ⚠init - dlog_
n_ ⚠factor_ group - dlog_
once ⚠ - dlog_
order23 ⚠ - dlog_
order23_ ⚠clear - dlog_
order23_ ⚠init - dlog_
power ⚠ - dlog_
power_ ⚠clear - dlog_
power_ ⚠init - dlog_
precomp ⚠ - dlog_
precomp_ ⚠clear - dlog_
precomp_ ⚠modpe_ init - dlog_
precomp_ ⚠n_ init - dlog_
precomp_ ⚠p_ init - dlog_
precomp_ ⚠pe_ init - dlog_
precomp_ ⚠small_ init - dlog_
rho ⚠ - dlog_
rho_ ⚠clear - dlog_
rho_ ⚠init - dlog_
table ⚠ - dlog_
table_ ⚠clear - dlog_
table_ ⚠init - dlog_
vec ⚠ - dlog_
vec_ ⚠add - dlog_
vec_ ⚠add_ precomp - dlog_
vec_ ⚠eratos - dlog_
vec_ ⚠eratos_ add - dlog_
vec_ ⚠fill - dlog_
vec_ ⚠loop - dlog_
vec_ ⚠loop_ add - dlog_
vec_ ⚠pindex_ factorgcd - dlog_
vec_ ⚠set_ not_ found - dlog_
vec_ ⚠sieve - dlog_
vec_ ⚠sieve_ add - dlog_
vec_ ⚠sieve_ add_ precomp - dlog_
vec_ ⚠sieve_ precomp - evil_
cast_ ⚠nmod_ poly_ to_ n_ poly - evil_
const_ ⚠cast_ nmod_ poly_ to_ n_ poly - extract_
exp ⚠ - fermat_
to_ ⚠mpz - fexpr_
add ⚠ - fexpr_
allocated_ ⚠bytes - fexpr_
arg ⚠ - fexpr_
arithmetic_ ⚠nodes - fexpr_
builtin_ ⚠length - fexpr_
builtin_ ⚠lookup - fexpr_
builtin_ ⚠name - fexpr_
call0 ⚠ - fexpr_
call1 ⚠ - fexpr_
call2 ⚠ - fexpr_
call3 ⚠ - fexpr_
call4 ⚠ - fexpr_
call_ ⚠builtin1 - fexpr_
call_ ⚠builtin2 - fexpr_
call_ ⚠vec - fexpr_
clear ⚠ - fexpr_
cmp_ ⚠fast - fexpr_
contains ⚠ - fexpr_
depth ⚠ - fexpr_
div ⚠ - fexpr_
equal ⚠ - fexpr_
equal_ ⚠si - fexpr_
equal_ ⚠ui - fexpr_
expanded_ ⚠normal_ form - fexpr_
fit_ ⚠size - fexpr_
func ⚠ - fexpr_
get_ ⚠fmpz - fexpr_
get_ ⚠fmpz_ mpoly_ q - fexpr_
get_ ⚠str - fexpr_
get_ ⚠str_ latex - fexpr_
get_ ⚠string - fexpr_
get_ ⚠symbol_ str - fexpr_
hash ⚠ - fexpr_
init ⚠ - fexpr_
is_ ⚠any_ builtin_ call - fexpr_
is_ ⚠any_ builtin_ symbol - fexpr_
is_ ⚠arithmetic_ operation - fexpr_
is_ ⚠atom - fexpr_
is_ ⚠builtin_ call - fexpr_
is_ ⚠builtin_ symbol - fexpr_
is_ ⚠integer - fexpr_
is_ ⚠neg_ integer - fexpr_
is_ ⚠string - fexpr_
is_ ⚠symbol - fexpr_
is_ ⚠zero - fexpr_
mul ⚠ - fexpr_
nargs ⚠ - fexpr_
neg ⚠ - fexpr_
num_ ⚠leaves - fexpr_
pow ⚠ - fexpr_
print ⚠ - fexpr_
print_ ⚠latex - fexpr_
replace ⚠ - fexpr_
replace2 ⚠ - fexpr_
replace_ ⚠vec - fexpr_
set ⚠ - fexpr_
set_ ⚠arf - fexpr_
set_ ⚠d - fexpr_
set_ ⚠fmpq - fexpr_
set_ ⚠fmpz - fexpr_
set_ ⚠fmpz_ mpoly - fexpr_
set_ ⚠fmpz_ mpoly_ q - fexpr_
set_ ⚠re_ im_ d - fexpr_
set_ ⚠si - fexpr_
set_ ⚠string - fexpr_
set_ ⚠symbol_ builtin - fexpr_
set_ ⚠symbol_ str - fexpr_
set_ ⚠ui - fexpr_
size ⚠ - fexpr_
size_ ⚠bytes - fexpr_
sub ⚠ - fexpr_
swap ⚠ - fexpr_
vec_ ⚠append - fexpr_
vec_ ⚠clear - fexpr_
vec_ ⚠fit_ length - fexpr_
vec_ ⚠init - fexpr_
vec_ ⚠insert_ unique - fexpr_
vec_ ⚠print - fexpr_
vec_ ⚠set - fexpr_
vec_ ⚠set_ length - fexpr_
vec_ ⚠swap - fexpr_
view_ ⚠arg - fexpr_
view_ ⚠func - fexpr_
view_ ⚠next - fexpr_
write ⚠ - fexpr_
write_ ⚠latex - fexpr_
write_ ⚠latex_ add - fexpr_
write_ ⚠latex_ alg_ structure - fexpr_
write_ ⚠latex_ call - fexpr_
write_ ⚠latex_ call1_ optional_ derivative - fexpr_
write_ ⚠latex_ call2_ optional_ derivative - fexpr_
write_ ⚠latex_ cases - fexpr_
write_ ⚠latex_ collection - fexpr_
write_ ⚠latex_ decimal - fexpr_
write_ ⚠latex_ derivative - fexpr_
write_ ⚠latex_ div - fexpr_
write_ ⚠latex_ divsum - fexpr_
write_ ⚠latex_ exp - fexpr_
write_ ⚠latex_ factorial - fexpr_
write_ ⚠latex_ infix - fexpr_
write_ ⚠latex_ integral - fexpr_
write_ ⚠latex_ limit - fexpr_
write_ ⚠latex_ logic - fexpr_
write_ ⚠latex_ matrix - fexpr_
write_ ⚠latex_ misc_ special - fexpr_
write_ ⚠latex_ mul - fexpr_
write_ ⚠latex_ neg_ pos - fexpr_
write_ ⚠latex_ pow - fexpr_
write_ ⚠latex_ range - fexpr_
write_ ⚠latex_ residue - fexpr_
write_ ⚠latex_ setop - fexpr_
write_ ⚠latex_ show_ form - fexpr_
write_ ⚠latex_ simple - fexpr_
write_ ⚠latex_ simple2 - fexpr_
write_ ⚠latex_ simple2_ small - fexpr_
write_ ⚠latex_ sub - fexpr_
write_ ⚠latex_ sub1_ call1_ optional_ derivative - fexpr_
write_ ⚠latex_ sub1_ call2_ optional_ derivative - fexpr_
write_ ⚠latex_ subscript - fexpr_
write_ ⚠latex_ subscript_ call - fexpr_
write_ ⚠latex_ sum_ product - fexpr_
write_ ⚠latex_ where - fexpr_
zero ⚠ - fft_
adjust ⚠ - fft_
adjust_ ⚠limbs - fft_
adjust_ ⚠sqrt2 - fft_
butterfly ⚠ - fft_
butterfly_ ⚠sqrt2 - fft_
butterfly_ ⚠twiddle - fft_
combine_ ⚠bits - fft_
combine_ ⚠limbs - fft_
convolution ⚠ - fft_
convolution_ ⚠basic - fft_
convolution_ ⚠precache - fft_
mfa_ ⚠truncate_ sqrt2 - fft_
mfa_ ⚠truncate_ sqrt2_ inner - fft_
mfa_ ⚠truncate_ sqrt2_ outer - fft_
mulmod_ ⚠2expp1 - fft_
naive_ ⚠convolution_ 1 - fft_
negacyclic ⚠ - fft_
precache ⚠ - FFT Precaching
- fft_
radix2 ⚠ - fft_
radix2_ ⚠twiddle - fft_
split_ ⚠bits - fft_
split_ ⚠limbs - fft_
truncate ⚠ - fft_
truncate1 ⚠ - fft_
truncate1_ ⚠twiddle - fft_
truncate_ ⚠sqrt2 - flint_
abort ⚠ - flint_
aligned_ ⚠alloc - flint_
aligned_ ⚠free - flint_
calloc ⚠ - flint_
cleanup ⚠ - flint_
cleanup_ ⚠master - flint_
fprintf ⚠ - flint_
free ⚠ - flint_
fscanf ⚠ - flint_
get_ ⚠num_ available_ threads - flint_
get_ ⚠num_ threads - flint_
get_ ⚠randseed - flint_
give_ ⚠back_ threads - flint_
malloc ⚠ - flint_
mpn_ ⚠factor_ pollard_ brent_ single - flint_
mpn_ ⚠mul_ fft_ main - flint_
mpn_ ⚠sqr_ and_ add_ a - flint_
mpn_ ⚠sumdiff_ n - flint_
mpq_ ⚠clear_ readonly - flint_
mpq_ ⚠init_ set_ readonly - flint_
mpz_ ⚠clear_ readonly - flint_
mpz_ ⚠init_ set_ readonly - flint_
parallel_ ⚠binary_ splitting - flint_
parallel_ ⚠do - flint_
printf ⚠ - flint_
rand_ ⚠alloc - flint_
rand_ ⚠clear - flint_
rand_ ⚠free - flint_
rand_ ⚠get_ seed - flint_
rand_ ⚠init - flint_
rand_ ⚠set_ seed - flint_
randclear ⚠ - flint_
randinit ⚠ - flint_
randseed ⚠ - flint_
realloc ⚠ - flint_
register_ ⚠cleanup_ function - flint_
request_ ⚠threads - flint_
reset_ ⚠num_ workers - flint_
restore_ ⚠thread_ affinity - flint_
scanf ⚠ - flint_
set_ ⚠abort - flint_
set_ ⚠num_ threads - flint_
set_ ⚠num_ workers - flint_
set_ ⚠thread_ affinity - flint_
sprintf ⚠ - flint_
sscanf ⚠ - flint_
test_ ⚠multiplier - flint_
throw ⚠ - flint_
vfprintf ⚠ - flint_
vprintf ⚠ - fmpq_
abs ⚠ - fmpq_
add ⚠ - fmpq_
add_ ⚠fmpz - fmpq_
add_ ⚠si - fmpq_
add_ ⚠ui - fmpq_
addmul ⚠ - fmpq_
canonicalise ⚠ - fmpq_
cfrac_ ⚠bound - fmpq_
clear ⚠ - fmpq_
clear_ ⚠readonly - fmpq_
cmp ⚠ - fmpq_
cmp_ ⚠fmpz - fmpq_
cmp_ ⚠si - fmpq_
cmp_ ⚠ui - fmpq_
dedekind_ ⚠sum - fmpq_
dedekind_ ⚠sum_ naive - fmpq_
denominator ⚠ - fmpq_
denominator_ ⚠ptr - fmpq_
div ⚠ - fmpq_
div_ ⚠2exp - fmpq_
div_ ⚠fmpz - fmpq_
equal ⚠ - fmpq_
equal_ ⚠fmpz - fmpq_
equal_ ⚠si - fmpq_
equal_ ⚠ui - fmpq_
farey_ ⚠neighbors - fmpq_
fprint ⚠ - fmpq_
gcd ⚠ - fmpq_
gcd_ ⚠cofactors - fmpq_
get_ ⚠cfrac - fmpq_
get_ ⚠cfrac_ naive - fmpq_
get_ ⚠d - fmpq_
get_ ⚠mpq - fmpq_
get_ ⚠mpz_ frac - fmpq_
get_ ⚠str - fmpq_
harmonic_ ⚠ui - fmpq_
height ⚠ - fmpq_
height_ ⚠bits - fmpq_
init ⚠ - fmpq_
init_ ⚠set_ readonly - fmpq_
inv ⚠ - fmpq_
is_ ⚠canonical - fmpq_
is_ ⚠one - fmpq_
is_ ⚠pm1 - fmpq_
is_ ⚠zero - fmpq_
mat_ ⚠add - fmpq_
mat_ ⚠can_ solve - fmpq_
mat_ ⚠can_ solve_ dixon - fmpq_
mat_ ⚠can_ solve_ fmpz_ mat_ dixon - fmpq_
mat_ ⚠can_ solve_ fmpz_ mat_ multi_ mod - fmpq_
mat_ ⚠can_ solve_ fraction_ free - fmpq_
mat_ ⚠can_ solve_ multi_ mod - fmpq_
mat_ ⚠charpoly - fmpq_
mat_ ⚠clear - fmpq_
mat_ ⚠concat_ horizontal - fmpq_
mat_ ⚠concat_ vertical - fmpq_
mat_ ⚠det - fmpq_
mat_ ⚠entry - fmpq_
mat_ ⚠entry_ den - fmpq_
mat_ ⚠entry_ num - fmpq_
mat_ ⚠equal - fmpq_
mat_ ⚠fmpq_ vec_ mul - fmpq_
mat_ ⚠fmpq_ vec_ mul_ ptr - fmpq_
mat_ ⚠fmpz_ vec_ mul - fmpq_
mat_ ⚠fmpz_ vec_ mul_ ptr - fmpq_
mat_ ⚠get_ fmpz_ mat - fmpq_
mat_ ⚠get_ fmpz_ mat_ colwise - fmpq_
mat_ ⚠get_ fmpz_ mat_ entrywise - fmpq_
mat_ ⚠get_ fmpz_ mat_ matwise - fmpq_
mat_ ⚠get_ fmpz_ mat_ mod_ fmpz - fmpq_
mat_ ⚠get_ fmpz_ mat_ rowwise - fmpq_
mat_ ⚠get_ fmpz_ mat_ rowwise_ 2 - fmpq_
mat_ ⚠gso - fmpq_
mat_ ⚠hilbert_ matrix - fmpq_
mat_ ⚠init - fmpq_
mat_ ⚠init_ set - fmpq_
mat_ ⚠inv - fmpq_
mat_ ⚠invert_ cols - fmpq_
mat_ ⚠invert_ rows - fmpq_
mat_ ⚠is_ empty - fmpq_
mat_ ⚠is_ integral - fmpq_
mat_ ⚠is_ one - fmpq_
mat_ ⚠is_ square - fmpq_
mat_ ⚠is_ zero - fmpq_
mat_ ⚠kronecker_ product - fmpq_
mat_ ⚠minpoly - fmpq_
mat_ ⚠mul - fmpq_
mat_ ⚠mul_ cleared - fmpq_
mat_ ⚠mul_ direct - fmpq_
mat_ ⚠mul_ fmpq_ vec - fmpq_
mat_ ⚠mul_ fmpq_ vec_ ptr - fmpq_
mat_ ⚠mul_ fmpz_ mat - fmpq_
mat_ ⚠mul_ fmpz_ vec - fmpq_
mat_ ⚠mul_ fmpz_ vec_ ptr - fmpq_
mat_ ⚠mul_ r_ fmpz_ mat - fmpq_
mat_ ⚠ncols - fmpq_
mat_ ⚠neg - fmpq_
mat_ ⚠nrows - fmpq_
mat_ ⚠one - fmpq_
mat_ ⚠pivot - fmpq_
mat_ ⚠print - fmpq_
mat_ ⚠randbits - fmpq_
mat_ ⚠randtest - fmpq_
mat_ ⚠rref - fmpq_
mat_ ⚠rref_ classical - fmpq_
mat_ ⚠rref_ fraction_ free - fmpq_
mat_ ⚠scalar_ div_ fmpz - fmpq_
mat_ ⚠scalar_ mul_ fmpq - fmpq_
mat_ ⚠scalar_ mul_ fmpz - fmpq_
mat_ ⚠set - fmpq_
mat_ ⚠set_ fmpz_ mat - fmpq_
mat_ ⚠set_ fmpz_ mat_ div_ fmpz - fmpq_
mat_ ⚠set_ fmpz_ mat_ mod_ fmpz - fmpq_
mat_ ⚠similarity - fmpq_
mat_ ⚠solve - fmpq_
mat_ ⚠solve_ dixon - fmpq_
mat_ ⚠solve_ fmpz_ mat - fmpq_
mat_ ⚠solve_ fmpz_ mat_ dixon - fmpq_
mat_ ⚠solve_ fmpz_ mat_ fraction_ free - fmpq_
mat_ ⚠solve_ fmpz_ mat_ multi_ mod - fmpq_
mat_ ⚠solve_ fraction_ free - fmpq_
mat_ ⚠solve_ multi_ mod - fmpq_
mat_ ⚠sub - fmpq_
mat_ ⚠swap - fmpq_
mat_ ⚠swap_ cols - fmpq_
mat_ ⚠swap_ entrywise - fmpq_
mat_ ⚠swap_ rows - fmpq_
mat_ ⚠trace - fmpq_
mat_ ⚠transpose - fmpq_
mat_ ⚠window_ clear - fmpq_
mat_ ⚠window_ init - fmpq_
mat_ ⚠zero - fmpq_
mod_ ⚠fmpz - fmpq_
mpoly_ ⚠add - fmpq_
mpoly_ ⚠add_ fmpq - fmpq_
mpoly_ ⚠add_ fmpz - fmpq_
mpoly_ ⚠add_ si - fmpq_
mpoly_ ⚠add_ ui - fmpq_
mpoly_ ⚠assert_ canonical - fmpq_
mpoly_ ⚠clear - fmpq_
mpoly_ ⚠cmp - fmpq_
mpoly_ ⚠combine_ like_ terms - fmpq_
mpoly_ ⚠compose_ fmpq_ mpoly - fmpq_
mpoly_ ⚠compose_ fmpq_ mpoly_ gen - fmpq_
mpoly_ ⚠compose_ fmpq_ poly - fmpq_
mpoly_ ⚠content - fmpq_
mpoly_ ⚠content_ ref - fmpq_
mpoly_ ⚠content_ vars - fmpq_
mpoly_ ⚠ctx_ clear - fmpq_
mpoly_ ⚠ctx_ init - fmpq_
mpoly_ ⚠ctx_ init_ rand - fmpq_
mpoly_ ⚠ctx_ nvars - fmpq_
mpoly_ ⚠ctx_ ord - fmpq_
mpoly_ ⚠degree_ fmpz - fmpq_
mpoly_ ⚠degree_ si - fmpq_
mpoly_ ⚠degrees_ fit_ si - fmpq_
mpoly_ ⚠degrees_ fmpz - fmpq_
mpoly_ ⚠degrees_ si - fmpq_
mpoly_ ⚠derivative - fmpq_
mpoly_ ⚠discriminant - fmpq_
mpoly_ ⚠div - fmpq_
mpoly_ ⚠divides - fmpq_
mpoly_ ⚠divrem - fmpq_
mpoly_ ⚠divrem_ ideal - fmpq_
mpoly_ ⚠equal - fmpq_
mpoly_ ⚠equal_ fmpq - fmpq_
mpoly_ ⚠equal_ fmpz - fmpq_
mpoly_ ⚠equal_ si - fmpq_
mpoly_ ⚠equal_ ui - fmpq_
mpoly_ ⚠evaluate_ all_ fmpq - fmpq_
mpoly_ ⚠evaluate_ one_ fmpq - fmpq_
mpoly_ ⚠factor - fmpq_
mpoly_ ⚠factor_ clear - fmpq_
mpoly_ ⚠factor_ expand - fmpq_
mpoly_ ⚠factor_ fit_ length - fmpq_
mpoly_ ⚠factor_ get_ base - fmpq_
mpoly_ ⚠factor_ get_ constant_ fmpq - fmpq_
mpoly_ ⚠factor_ get_ exp_ si - fmpq_
mpoly_ ⚠factor_ init - fmpq_
mpoly_ ⚠factor_ length - fmpq_
mpoly_ ⚠factor_ make_ integral - fmpq_
mpoly_ ⚠factor_ make_ monic - fmpq_
mpoly_ ⚠factor_ realloc - fmpq_
mpoly_ ⚠factor_ sort - fmpq_
mpoly_ ⚠factor_ squarefree - fmpq_
mpoly_ ⚠factor_ swap_ base - fmpq_
mpoly_ ⚠fit_ bits - fmpq_
mpoly_ ⚠fit_ length - fmpq_
mpoly_ ⚠fprint_ pretty - fmpq_
mpoly_ ⚠from_ univar - fmpq_
mpoly_ ⚠from_ univar_ bits - fmpq_
mpoly_ ⚠gcd - fmpq_
mpoly_ ⚠gcd_ brown - fmpq_
mpoly_ ⚠gcd_ cofactors - fmpq_
mpoly_ ⚠gcd_ hensel - fmpq_
mpoly_ ⚠gcd_ subresultant - fmpq_
mpoly_ ⚠gcd_ zippel - fmpq_
mpoly_ ⚠gcd_ zippel2 - fmpq_
mpoly_ ⚠gen - fmpq_
mpoly_ ⚠get_ coeff_ fmpq_ fmpz - fmpq_
mpoly_ ⚠get_ coeff_ fmpq_ monomial - fmpq_
mpoly_ ⚠get_ coeff_ fmpq_ ui - fmpq_
mpoly_ ⚠get_ coeff_ vars_ ui - fmpq_
mpoly_ ⚠get_ denominator - fmpq_
mpoly_ ⚠get_ fmpq - fmpq_
mpoly_ ⚠get_ fmpq_ poly - fmpq_
mpoly_ ⚠get_ str_ pretty - fmpq_
mpoly_ ⚠get_ term - fmpq_
mpoly_ ⚠get_ term_ coeff_ fmpq - fmpq_
mpoly_ ⚠get_ term_ exp_ fmpz - fmpq_
mpoly_ ⚠get_ term_ exp_ si - fmpq_
mpoly_ ⚠get_ term_ exp_ ui - fmpq_
mpoly_ ⚠get_ term_ monomial - fmpq_
mpoly_ ⚠get_ term_ var_ exp_ si - fmpq_
mpoly_ ⚠get_ term_ var_ exp_ ui - fmpq_
mpoly_ ⚠inflate - fmpq_
mpoly_ ⚠init - fmpq_
mpoly_ ⚠init2 - fmpq_
mpoly_ ⚠init3 - fmpq_
mpoly_ ⚠integral - fmpq_
mpoly_ ⚠is_ canonical - fmpq_
mpoly_ ⚠is_ fmpq - fmpq_
mpoly_ ⚠is_ fmpq_ poly - fmpq_
mpoly_ ⚠is_ gen - fmpq_
mpoly_ ⚠is_ monic - fmpq_
mpoly_ ⚠is_ one - fmpq_
mpoly_ ⚠is_ square - fmpq_
mpoly_ ⚠is_ zero - fmpq_
mpoly_ ⚠length - fmpq_
mpoly_ ⚠make_ monic - fmpq_
mpoly_ ⚠mul - fmpq_
mpoly_ ⚠neg - fmpq_
mpoly_ ⚠one - fmpq_
mpoly_ ⚠pow_ fmpz - fmpq_
mpoly_ ⚠pow_ ui - fmpq_
mpoly_ ⚠print_ pretty - fmpq_
mpoly_ ⚠push_ term_ fmpq_ ffmpz - fmpq_
mpoly_ ⚠push_ term_ fmpq_ fmpz - fmpq_
mpoly_ ⚠push_ term_ fmpq_ ui - fmpq_
mpoly_ ⚠push_ term_ fmpz_ ffmpz - fmpq_
mpoly_ ⚠push_ term_ fmpz_ fmpz - fmpq_
mpoly_ ⚠push_ term_ fmpz_ ui - fmpq_
mpoly_ ⚠push_ term_ si_ ffmpz - fmpq_
mpoly_ ⚠push_ term_ si_ fmpz - fmpq_
mpoly_ ⚠push_ term_ si_ ui - fmpq_
mpoly_ ⚠push_ term_ ui_ ffmpz - fmpq_
mpoly_ ⚠push_ term_ ui_ fmpz - fmpq_
mpoly_ ⚠push_ term_ ui_ ui - fmpq_
mpoly_ ⚠randtest_ bits - fmpq_
mpoly_ ⚠randtest_ bound - fmpq_
mpoly_ ⚠randtest_ bounds - fmpq_
mpoly_ ⚠realloc - fmpq_
mpoly_ ⚠reduce - fmpq_
mpoly_ ⚠reduce_ easy - fmpq_
mpoly_ ⚠remainder_ test - Internal consistency checks
- fmpq_
mpoly_ ⚠repack_ bits - fmpq_
mpoly_ ⚠resize - fmpq_
mpoly_ ⚠resultant - fmpq_
mpoly_ ⚠reverse - fmpq_
mpoly_ ⚠scalar_ div_ fmpq - fmpq_
mpoly_ ⚠scalar_ div_ fmpz - fmpq_
mpoly_ ⚠scalar_ div_ si - fmpq_
mpoly_ ⚠scalar_ div_ ui - fmpq_
mpoly_ ⚠scalar_ mul_ fmpq - fmpq_
mpoly_ ⚠scalar_ mul_ fmpz - fmpq_
mpoly_ ⚠scalar_ mul_ si - fmpq_
mpoly_ ⚠scalar_ mul_ ui - fmpq_
mpoly_ ⚠set - fmpq_
mpoly_ ⚠set_ coeff_ fmpq_ fmpz - fmpq_
mpoly_ ⚠set_ coeff_ fmpq_ monomial - fmpq_
mpoly_ ⚠set_ coeff_ fmpq_ ui - fmpq_
mpoly_ ⚠set_ fmpq - fmpq_
mpoly_ ⚠set_ fmpq_ poly - fmpq_
mpoly_ ⚠set_ fmpz - fmpq_
mpoly_ ⚠set_ si - fmpq_
mpoly_ ⚠set_ str_ pretty - fmpq_
mpoly_ ⚠set_ term_ coeff_ fmpq - fmpq_
mpoly_ ⚠set_ term_ exp_ fmpz - fmpq_
mpoly_ ⚠set_ term_ exp_ ui - fmpq_
mpoly_ ⚠set_ ui - fmpq_
mpoly_ ⚠sort_ terms - fmpq_
mpoly_ ⚠sqrt - fmpq_
mpoly_ ⚠sub - fmpq_
mpoly_ ⚠sub_ fmpq - fmpq_
mpoly_ ⚠sub_ fmpz - fmpq_
mpoly_ ⚠sub_ si - fmpq_
mpoly_ ⚠sub_ ui - fmpq_
mpoly_ ⚠swap - fmpq_
mpoly_ ⚠term_ content - fmpq_
mpoly_ ⚠term_ exp_ fits_ si - fmpq_
mpoly_ ⚠term_ exp_ fits_ ui - fmpq_
mpoly_ ⚠to_ univar - fmpq_
mpoly_ ⚠total_ degree_ fits_ si - fmpq_
mpoly_ ⚠total_ degree_ fmpz - fmpq_
mpoly_ ⚠total_ degree_ si - fmpq_
mpoly_ ⚠univar_ assert_ canonical - fmpq_
mpoly_ ⚠univar_ clear - fmpq_
mpoly_ ⚠univar_ degree_ fits_ si - fmpq_
mpoly_ ⚠univar_ fit_ length - fmpq_
mpoly_ ⚠univar_ get_ term_ coeff - fmpq_
mpoly_ ⚠univar_ get_ term_ exp_ si - fmpq_
mpoly_ ⚠univar_ init - fmpq_
mpoly_ ⚠univar_ length - fmpq_
mpoly_ ⚠univar_ print_ pretty - fmpq_
mpoly_ ⚠univar_ swap - fmpq_
mpoly_ ⚠univar_ swap_ term_ coeff - fmpq_
mpoly_ ⚠used_ vars - fmpq_
mpoly_ ⚠zero - fmpq_
mpoly_ ⚠zpoly_ ref - fmpq_
mpoly_ ⚠zpoly_ term_ coeff_ ref - fmpq_
mul ⚠ - fmpq_
mul_ ⚠2exp - fmpq_
mul_ ⚠fmpz - fmpq_
mul_ ⚠si - fmpq_
mul_ ⚠ui - fmpq_
neg ⚠ - fmpq_
next_ ⚠calkin_ wilf - fmpq_
next_ ⚠minimal - fmpq_
next_ ⚠signed_ calkin_ wilf - fmpq_
next_ ⚠signed_ minimal - fmpq_
numerator ⚠ - fmpq_
numerator_ ⚠ptr - fmpq_
one ⚠ - fmpq_
poly_ ⚠add - fmpq_
poly_ ⚠add_ can - fmpq_
poly_ ⚠add_ fmpq - fmpq_
poly_ ⚠add_ fmpz - fmpq_
poly_ ⚠add_ series - fmpq_
poly_ ⚠add_ series_ can - fmpq_
poly_ ⚠add_ si - fmpq_
poly_ ⚠addmul - fmpq_
poly_ ⚠asin_ series - fmpq_
poly_ ⚠asinh_ series - fmpq_
poly_ ⚠atan_ series - fmpq_
poly_ ⚠atanh_ series - fmpq_
poly_ ⚠canonicalise - fmpq_
poly_ ⚠clear - fmpq_
poly_ ⚠cmp - fmpq_
poly_ ⚠compose - fmpq_
poly_ ⚠compose_ series - fmpq_
poly_ ⚠compose_ series_ brent_ kung - fmpq_
poly_ ⚠compose_ series_ horner - fmpq_
poly_ ⚠content - fmpq_
poly_ ⚠cos_ series - fmpq_
poly_ ⚠cosh_ series - fmpq_
poly_ ⚠debug - fmpq_
poly_ ⚠degree - fmpq_
poly_ ⚠derivative - fmpq_
poly_ ⚠div - fmpq_
poly_ ⚠div_ series - fmpq_
poly_ ⚠divides - fmpq_
poly_ ⚠divrem - fmpq_
poly_ ⚠equal - fmpq_
poly_ ⚠equal_ trunc - fmpq_
poly_ ⚠evaluate_ fmpq - fmpq_
poly_ ⚠evaluate_ fmpz - fmpq_
poly_ ⚠exp_ expinv_ series - fmpq_
poly_ ⚠exp_ series - fmpq_
poly_ ⚠fit_ length - fmpq_
poly_ ⚠fmpq_ sub - fmpq_
poly_ ⚠fmpz_ sub - fmpq_
poly_ ⚠fprint - fmpq_
poly_ ⚠fprint_ pretty - fmpq_
poly_ ⚠fread - fmpq_
poly_ ⚠gcd - fmpq_
poly_ ⚠gegenbauer_ c - fmpq_
poly_ ⚠get_ coeff_ fmpq - fmpq_
poly_ ⚠get_ coeff_ fmpz - fmpq_
poly_ ⚠get_ denominator - fmpq_
poly_ ⚠get_ nmod_ poly - fmpq_
poly_ ⚠get_ nmod_ poly_ den - fmpq_
poly_ ⚠get_ numerator - fmpq_
poly_ ⚠get_ slice - fmpq_
poly_ ⚠get_ str - fmpq_
poly_ ⚠get_ str_ pretty - fmpq_
poly_ ⚠init - fmpq_
poly_ ⚠init2 - fmpq_
poly_ ⚠integral - fmpq_
poly_ ⚠interpolate_ fmpz_ vec - fmpq_
poly_ ⚠inv - fmpq_
poly_ ⚠inv_ series - fmpq_
poly_ ⚠inv_ series_ newton - fmpq_
poly_ ⚠invsqrt_ series - fmpq_
poly_ ⚠is_ canonical - fmpq_
poly_ ⚠is_ gen - fmpq_
poly_ ⚠is_ monic - fmpq_
poly_ ⚠is_ one - fmpq_
poly_ ⚠is_ squarefree - fmpq_
poly_ ⚠is_ zero - fmpq_
poly_ ⚠laguerre_ l - fmpq_
poly_ ⚠lcm - fmpq_
poly_ ⚠legendre_ p - fmpq_
poly_ ⚠length - fmpq_
poly_ ⚠log_ series - fmpq_
poly_ ⚠make_ monic - fmpq_
poly_ ⚠mul - fmpq_
poly_ ⚠mullow - fmpq_
poly_ ⚠neg - fmpq_
poly_ ⚠nth_ derivative - fmpq_
poly_ ⚠one - fmpq_
poly_ ⚠pow - fmpq_
poly_ ⚠pow_ trunc - fmpq_
poly_ ⚠power_ sums - fmpq_
poly_ ⚠power_ sums_ to_ fmpz_ poly - fmpq_
poly_ ⚠power_ sums_ to_ poly - fmpq_
poly_ ⚠powers_ clear - fmpq_
poly_ ⚠powers_ precompute - fmpq_
poly_ ⚠primitive_ part - fmpq_
poly_ ⚠print - fmpq_
poly_ ⚠print_ pretty - fmpq_
poly_ ⚠randtest - fmpq_
poly_ ⚠randtest_ not_ zero - fmpq_
poly_ ⚠randtest_ unsigned - fmpq_
poly_ ⚠read - fmpq_
poly_ ⚠realloc - fmpq_
poly_ ⚠rem - fmpq_
poly_ ⚠rem_ powers_ precomp - fmpq_
poly_ ⚠remove - fmpq_
poly_ ⚠rescale - fmpq_
poly_ ⚠resultant - fmpq_
poly_ ⚠resultant_ div - fmpq_
poly_ ⚠reverse - fmpq_
poly_ ⚠revert_ series - fmpq_
poly_ ⚠revert_ series_ lagrange - fmpq_
poly_ ⚠revert_ series_ lagrange_ fast - fmpq_
poly_ ⚠revert_ series_ newton - fmpq_
poly_ ⚠scalar_ div_ fmpq - fmpq_
poly_ ⚠scalar_ div_ fmpz - fmpq_
poly_ ⚠scalar_ div_ si - fmpq_
poly_ ⚠scalar_ div_ ui - fmpq_
poly_ ⚠scalar_ mul_ fmpq - fmpq_
poly_ ⚠scalar_ mul_ fmpz - fmpq_
poly_ ⚠scalar_ mul_ si - fmpq_
poly_ ⚠scalar_ mul_ ui - fmpq_
poly_ ⚠set - fmpq_
poly_ ⚠set_ coeff_ fmpq - fmpq_
poly_ ⚠set_ coeff_ fmpz - fmpq_
poly_ ⚠set_ coeff_ si - fmpq_
poly_ ⚠set_ coeff_ ui - fmpq_
poly_ ⚠set_ fmpq - fmpq_
poly_ ⚠set_ fmpz - fmpq_
poly_ ⚠set_ fmpz_ poly - fmpq_
poly_ ⚠set_ nmod_ poly - fmpq_
poly_ ⚠set_ si - fmpq_
poly_ ⚠set_ str - fmpq_
poly_ ⚠set_ trunc - fmpq_
poly_ ⚠set_ ui - fmpq_
poly_ ⚠shift_ left - fmpq_
poly_ ⚠shift_ right - fmpq_
poly_ ⚠si_ sub - fmpq_
poly_ ⚠sin_ cos_ series - fmpq_
poly_ ⚠sin_ series - fmpq_
poly_ ⚠sinh_ cosh_ series - fmpq_
poly_ ⚠sinh_ series - fmpq_
poly_ ⚠sqrt_ series - fmpq_
poly_ ⚠sub - fmpq_
poly_ ⚠sub_ can - fmpq_
poly_ ⚠sub_ fmpq - fmpq_
poly_ ⚠sub_ fmpz - fmpq_
poly_ ⚠sub_ series - fmpq_
poly_ ⚠sub_ series_ can - fmpq_
poly_ ⚠sub_ si - fmpq_
poly_ ⚠submul - fmpq_
poly_ ⚠swap - fmpq_
poly_ ⚠tan_ series - fmpq_
poly_ ⚠tanh_ series - fmpq_
poly_ ⚠truncate - fmpq_
poly_ ⚠xgcd - fmpq_
poly_ ⚠zero - fmpq_
pow_ ⚠fmpz - fmpq_
pow_ ⚠si - fmpq_
print ⚠ - fmpq_
randbits ⚠ - fmpq_
randtest ⚠ - fmpq_
randtest_ ⚠not_ zero - fmpq_
reconstruct_ ⚠fmpz - fmpq_
reconstruct_ ⚠fmpz_ 2 - fmpq_
set ⚠ - fmpq_
set_ ⚠cfrac - fmpq_
set_ ⚠fmpz - fmpq_
set_ ⚠fmpz_ frac - fmpq_
set_ ⚠mpq - fmpq_
set_ ⚠si - fmpq_
set_ ⚠str - fmpq_
set_ ⚠ui - fmpq_
sgn ⚠ - fmpq_
simplest_ ⚠between - fmpq_
sub ⚠ - fmpq_
sub_ ⚠fmpz - fmpq_
sub_ ⚠si - fmpq_
sub_ ⚠ui - fmpq_
submul ⚠ - fmpq_
swap ⚠ - fmpq_
zero ⚠ - fmpz_
CRT ⚠ - fmpz_
CRT_ ⚠ui - fmpz_
abs ⚠ - fmpz_
abs_ ⚠fits_ ui - fmpz_
abs_ ⚠lbound_ ui_ 2exp - fmpz_
abs_ ⚠ubound_ ui_ 2exp - fmpz_
add ⚠ - fmpz_
add2_ ⚠fmpz_ si_ inline - fmpz_
add_ ⚠inline - fmpz_
add_ ⚠si - fmpz_
add_ ⚠si_ inline - fmpz_
add_ ⚠ui - fmpz_
add_ ⚠ui_ inline - fmpz_
addmul ⚠ - fmpz_
addmul_ ⚠si - fmpz_
addmul_ ⚠ui - fmpz_
adiv_ ⚠q_ 2exp - fmpz_
allocated_ ⚠bytes - fmpz_
and ⚠ - fmpz_
bin_ ⚠uiui - fmpz_
bit_ ⚠pack - fmpz_
bit_ ⚠unpack - fmpz_
bit_ ⚠unpack_ unsigned - fmpz_
bits ⚠ - fmpz_
bpoly_ ⚠clear - fmpz_
bpoly_ ⚠degree0 - fmpz_
bpoly_ ⚠degree1 - fmpz_
bpoly_ ⚠factor - fmpz_
bpoly_ ⚠factor_ ordered - fmpz_
bpoly_ ⚠fit_ length - fmpz_
bpoly_ ⚠init - fmpz_
bpoly_ ⚠lead - fmpz_
bpoly_ ⚠print_ pretty - fmpz_
bpoly_ ⚠realloc - fmpz_
bpoly_ ⚠set_ coeff - fmpz_
bpoly_ ⚠swap - fmpz_
bpoly_ ⚠zero - fmpz_
cdiv_ ⚠q - fmpz_
cdiv_ ⚠q_ 2exp - fmpz_
cdiv_ ⚠q_ si - fmpz_
cdiv_ ⚠q_ ui - fmpz_
cdiv_ ⚠qr - fmpz_
cdiv_ ⚠r_ 2exp - fmpz_
cdiv_ ⚠ui - fmpz_
clear ⚠ - fmpz_
clear_ ⚠readonly - fmpz_
clog ⚠ - fmpz_
clog_ ⚠ui - fmpz_
clrbit ⚠ - fmpz_
cmp ⚠ - fmpz_
cmp2abs ⚠ - fmpz_
cmp_ ⚠si - fmpz_
cmp_ ⚠ui - fmpz_
cmpabs ⚠ - fmpz_
comb_ ⚠clear - fmpz_
comb_ ⚠init - fmpz_
comb_ ⚠temp_ clear - fmpz_
comb_ ⚠temp_ init - fmpz_
combit ⚠ - fmpz_
complement ⚠ - fmpz_
divexact ⚠ - fmpz_
divexact2_ ⚠uiui - fmpz_
divexact_ ⚠si - fmpz_
divexact_ ⚠ui - fmpz_
divides ⚠ - fmpz_
divides_ ⚠mod_ list - fmpz_
divisible ⚠ - fmpz_
divisible_ ⚠si - fmpz_
divisible_ ⚠ui - fmpz_
divisor_ ⚠in_ residue_ class_ lenstra - fmpz_
divisor_ ⚠sigma - fmpz_
dlog ⚠ - fmpz_
equal ⚠ - fmpz_
equal_ ⚠si - fmpz_
equal_ ⚠ui - fmpz_
euler_ ⚠phi - fmpz_
fac_ ⚠ui - fmpz_
factor ⚠ - fmpz_
factor_ ⚠clear - fmpz_
factor_ ⚠divisor_ sigma - fmpz_
factor_ ⚠ecm - fmpz_
factor_ ⚠ecm_ add - fmpz_
factor_ ⚠ecm_ clear - fmpz_
factor_ ⚠ecm_ double - fmpz_
factor_ ⚠ecm_ init - fmpz_
factor_ ⚠ecm_ mul_ montgomery_ ladder - fmpz_
factor_ ⚠ecm_ select_ curve - fmpz_
factor_ ⚠ecm_ stage_ I - fmpz_
factor_ ⚠ecm_ stage_ II - fmpz_
factor_ ⚠euler_ phi - fmpz_
factor_ ⚠expand - fmpz_
factor_ ⚠expand_ iterative - fmpz_
factor_ ⚠expand_ multiexp - fmpz_
factor_ ⚠fprint - fmpz_
factor_ ⚠get_ fmpz - fmpz_
factor_ ⚠init - fmpz_
factor_ ⚠moebius_ mu - fmpz_
factor_ ⚠no_ trial - fmpz_
factor_ ⚠pollard_ brent - fmpz_
factor_ ⚠pollard_ brent_ single - fmpz_
factor_ ⚠pp1 - fmpz_
factor_ ⚠print - fmpz_
factor_ ⚠refine - fmpz_
factor_ ⚠si - fmpz_
factor_ ⚠smooth - fmpz_
factor_ ⚠trial - fmpz_
factor_ ⚠trial_ range - fmpz_
fdiv_ ⚠q - fmpz_
fdiv_ ⚠q_ 2exp - fmpz_
fdiv_ ⚠q_ si - fmpz_
fdiv_ ⚠q_ ui - fmpz_
fdiv_ ⚠qr - fmpz_
fdiv_ ⚠qr_ preinvn - fmpz_
fdiv_ ⚠r - fmpz_
fdiv_ ⚠r_ 2exp - fmpz_
fdiv_ ⚠r_ preinvn - fmpz_
fdiv_ ⚠ui - fmpz_
fib_ ⚠ui - fmpz_
fits_ ⚠si - fmpz_
flog ⚠ - fmpz_
flog_ ⚠ui - fmpz_
fmma ⚠ - fmpz_
fmms ⚠ - fmpz_
fprint ⚠ - fmpz_
fread ⚠ - fmpz_
gcd ⚠ - fmpz_
gcd3 ⚠ - fmpz_
gcd_ ⚠ui - fmpz_
gcdinv ⚠ - fmpz_
get_ ⚠d - fmpz_
get_ ⚠d_ 2exp - fmpz_
get_ ⚠mpf - fmpz_
get_ ⚠mpn - fmpz_
get_ ⚠mpz - fmpz_
get_ ⚠nmod - fmpz_
get_ ⚠si - fmpz_
get_ ⚠signed_ ui_ array - fmpz_
get_ ⚠signed_ uiui - fmpz_
get_ ⚠str - fmpz_
get_ ⚠ui - fmpz_
get_ ⚠ui_ array - fmpz_
get_ ⚠uiui - fmpz_
init ⚠ - fmpz_
init2 ⚠ - fmpz_
init_ ⚠set - fmpz_
init_ ⚠set_ readonly - fmpz_
init_ ⚠set_ si - fmpz_
init_ ⚠set_ ui - fmpz_
inp_ ⚠raw - fmpz_
invmod ⚠ - fmpz_
is_ ⚠even - fmpz_
is_ ⚠odd - fmpz_
is_ ⚠one - fmpz_
is_ ⚠perfect_ power - fmpz_
is_ ⚠pm1 - fmpz_
is_ ⚠prime - fmpz_
is_ ⚠prime_ morrison - fmpz_
is_ ⚠prime_ pocklington - fmpz_
is_ ⚠prime_ pseudosquare - fmpz_
is_ ⚠probabprime - fmpz_
is_ ⚠probabprime_ BPSW - fmpz_
is_ ⚠probabprime_ lucas - fmpz_
is_ ⚠square - fmpz_
is_ ⚠strong_ probabprime - fmpz_
is_ ⚠zero - fmpz_
jacobi ⚠ - fmpz_
kronecker ⚠ - fmpz_
lcm ⚠ - fmpz_
lll ⚠ - fmpz_
lll_ ⚠advance_ check_ babai - fmpz_
lll_ ⚠advance_ check_ babai_ heuristic_ d - fmpz_
lll_ ⚠check_ babai - fmpz_
lll_ ⚠check_ babai_ heuristic - fmpz_
lll_ ⚠check_ babai_ heuristic_ d - fmpz_
lll_ ⚠context_ init - fmpz_
lll_ ⚠context_ init_ default - fmpz_
lll_ ⚠d - fmpz_
lll_ ⚠d_ heuristic - fmpz_
lll_ ⚠d_ heuristic_ with_ removal - fmpz_
lll_ ⚠d_ with_ removal - fmpz_
lll_ ⚠d_ with_ removal_ knapsack - fmpz_
lll_ ⚠heuristic_ dot - fmpz_
lll_ ⚠is_ reduced - fmpz_
lll_ ⚠is_ reduced_ d - fmpz_
lll_ ⚠is_ reduced_ d_ with_ removal - fmpz_
lll_ ⚠is_ reduced_ mpfr - fmpz_
lll_ ⚠is_ reduced_ mpfr_ with_ removal - fmpz_
lll_ ⚠is_ reduced_ with_ removal - fmpz_
lll_ ⚠mpf - fmpz_
lll_ ⚠mpf2 - fmpz_
lll_ ⚠mpf2_ with_ removal - fmpz_
lll_ ⚠mpf_ with_ removal - fmpz_
lll_ ⚠randtest - fmpz_
lll_ ⚠shift - fmpz_
lll_ ⚠storjohann_ ulll - fmpz_
lll_ ⚠with_ removal - fmpz_
lll_ ⚠with_ removal_ ulll - fmpz_
lll_ ⚠wrapper - fmpz_
lll_ ⚠wrapper_ with_ removal - fmpz_
lll_ ⚠wrapper_ with_ removal_ knapsack - fmpz_
lshift_ ⚠mpn - fmpz_
lucas_ ⚠chain - fmpz_
lucas_ ⚠chain_ VtoU - fmpz_
lucas_ ⚠chain_ add - fmpz_
lucas_ ⚠chain_ double - fmpz_
lucas_ ⚠chain_ full - fmpz_
lucas_ ⚠chain_ mul - fmpz_
mat_ ⚠CRT_ ui - fmpz_
mat_ ⚠add - fmpz_
mat_ ⚠can_ solve - fmpz_
mat_ ⚠can_ solve_ fflu - fmpz_
mat_ ⚠can_ solve_ multi_ mod_ den - fmpz_
mat_ ⚠charpoly - fmpz_
mat_ ⚠charpoly_ berkowitz - fmpz_
mat_ ⚠charpoly_ modular - fmpz_
mat_ ⚠clear - fmpz_
mat_ ⚠col_ partition - fmpz_
mat_ ⚠concat_ horizontal - fmpz_
mat_ ⚠concat_ vertical - fmpz_
mat_ ⚠content - fmpz_
mat_ ⚠det - fmpz_
mat_ ⚠det_ bareiss - fmpz_
mat_ ⚠det_ bound - fmpz_
mat_ ⚠det_ bound_ nonzero - fmpz_
mat_ ⚠det_ cofactor - fmpz_
mat_ ⚠det_ divisor - fmpz_
mat_ ⚠det_ modular - fmpz_
mat_ ⚠det_ modular_ accelerated - fmpz_
mat_ ⚠det_ modular_ given_ divisor - fmpz_
mat_ ⚠dixon_ get_ crt_ primes - fmpz_
mat_ ⚠entry - fmpz_
mat_ ⚠equal - fmpz_
mat_ ⚠equal_ col - fmpz_
mat_ ⚠equal_ row - fmpz_
mat_ ⚠fflu - fmpz_
mat_ ⚠find_ good_ prime_ and_ invert - fmpz_
mat_ ⚠find_ pivot_ any - fmpz_
mat_ ⚠find_ pivot_ smallest - fmpz_
mat_ ⚠fmpz_ vec_ mul - fmpz_
mat_ ⚠fmpz_ vec_ mul_ ptr - fmpz_
mat_ ⚠fprint - fmpz_
mat_ ⚠fprint_ pretty - fmpz_
mat_ ⚠fread - fmpz_
mat_ ⚠get_ nmod_ mat - fmpz_
mat_ ⚠gram - fmpz_
mat_ ⚠hadamard - fmpz_
mat_ ⚠hnf - fmpz_
mat_ ⚠hnf_ classical - fmpz_
mat_ ⚠hnf_ minors - fmpz_
mat_ ⚠hnf_ minors_ transform - fmpz_
mat_ ⚠hnf_ modular - fmpz_
mat_ ⚠hnf_ modular_ eldiv - fmpz_
mat_ ⚠hnf_ pernet_ stein - fmpz_
mat_ ⚠hnf_ transform - fmpz_
mat_ ⚠hnf_ xgcd - fmpz_
mat_ ⚠howell_ form_ mod - fmpz_
mat_ ⚠init - fmpz_
mat_ ⚠init_ set - fmpz_
mat_ ⚠inv - fmpz_
mat_ ⚠invert_ cols - fmpz_
mat_ ⚠invert_ rows - fmpz_
mat_ ⚠is_ empty - fmpz_
mat_ ⚠is_ hadamard - fmpz_
mat_ ⚠is_ in_ hnf - fmpz_
mat_ ⚠is_ in_ rref_ with_ rank - fmpz_
mat_ ⚠is_ in_ snf - fmpz_
mat_ ⚠is_ one - fmpz_
mat_ ⚠is_ reduced - fmpz_
mat_ ⚠is_ reduced_ gram - fmpz_
mat_ ⚠is_ reduced_ gram_ with_ removal - fmpz_
mat_ ⚠is_ reduced_ with_ removal - fmpz_
mat_ ⚠is_ spd - fmpz_
mat_ ⚠is_ square - fmpz_
mat_ ⚠is_ zero - fmpz_
mat_ ⚠is_ zero_ row - fmpz_
mat_ ⚠kronecker_ product - fmpz_
mat_ ⚠lll_ original - fmpz_
mat_ ⚠lll_ storjohann - fmpz_
mat_ ⚠max_ bits - fmpz_
mat_ ⚠minpoly - fmpz_
mat_ ⚠minpoly_ modular - fmpz_
mat_ ⚠mul - fmpz_
mat_ ⚠mul_ blas - fmpz_
mat_ ⚠mul_ classical - fmpz_
mat_ ⚠mul_ fft - fmpz_
mat_ ⚠mul_ fmpz_ vec - fmpz_
mat_ ⚠mul_ fmpz_ vec_ ptr - fmpz_
mat_ ⚠mul_ multi_ mod - fmpz_
mat_ ⚠mul_ strassen - fmpz_
mat_ ⚠mul_ waksman - fmpz_
mat_ ⚠multi_ CRT_ ui - fmpz_
mat_ ⚠multi_ CRT_ ui_ precomp - fmpz_
mat_ ⚠multi_ mod_ ui - fmpz_
mat_ ⚠multi_ mod_ ui_ precomp - fmpz_
mat_ ⚠ncols - fmpz_
mat_ ⚠neg - fmpz_
mat_ ⚠next_ col_ van_ hoeij - fmpz_
mat_ ⚠nrows - fmpz_
mat_ ⚠nullspace - fmpz_
mat_ ⚠one - fmpz_
mat_ ⚠pow - fmpz_
mat_ ⚠print - fmpz_
mat_ ⚠print_ pretty - fmpz_
mat_ ⚠randajtai - fmpz_
mat_ ⚠randbits - fmpz_
mat_ ⚠randdet - fmpz_
mat_ ⚠randintrel - fmpz_
mat_ ⚠randntrulike - fmpz_
mat_ ⚠randntrulike2 - fmpz_
mat_ ⚠randops - fmpz_
mat_ ⚠randpermdiag - fmpz_
mat_ ⚠randrank - fmpz_
mat_ ⚠randsimdioph - fmpz_
mat_ ⚠randtest - fmpz_
mat_ ⚠randtest_ unsigned - fmpz_
mat_ ⚠rank - fmpz_
mat_ ⚠rank_ small_ inplace - fmpz_
mat_ ⚠read - fmpz_
mat_ ⚠rref - fmpz_
mat_ ⚠rref_ fflu - fmpz_
mat_ ⚠rref_ mul - fmpz_
mat_ ⚠scalar_ addmul_ fmpz - fmpz_
mat_ ⚠scalar_ addmul_ nmod_ mat_ fmpz - fmpz_
mat_ ⚠scalar_ addmul_ nmod_ mat_ ui - fmpz_
mat_ ⚠scalar_ addmul_ si - fmpz_
mat_ ⚠scalar_ addmul_ ui - fmpz_
mat_ ⚠scalar_ divexact_ fmpz - fmpz_
mat_ ⚠scalar_ divexact_ si - fmpz_
mat_ ⚠scalar_ divexact_ ui - fmpz_
mat_ ⚠scalar_ mod_ fmpz - fmpz_
mat_ ⚠scalar_ mul_ 2exp - fmpz_
mat_ ⚠scalar_ mul_ fmpz - fmpz_
mat_ ⚠scalar_ mul_ si - fmpz_
mat_ ⚠scalar_ mul_ ui - fmpz_
mat_ ⚠scalar_ smod - fmpz_
mat_ ⚠scalar_ submul_ fmpz - fmpz_
mat_ ⚠scalar_ submul_ si - fmpz_
mat_ ⚠scalar_ submul_ ui - fmpz_
mat_ ⚠scalar_ tdiv_ q_ 2exp - fmpz_
mat_ ⚠set - fmpz_
mat_ ⚠set_ nmod_ mat - fmpz_
mat_ ⚠set_ nmod_ mat_ unsigned - fmpz_
mat_ ⚠similarity - fmpz_
mat_ ⚠snf - fmpz_
mat_ ⚠snf_ diagonal - fmpz_
mat_ ⚠snf_ iliopoulos - fmpz_
mat_ ⚠snf_ kannan_ bachem - fmpz_
mat_ ⚠solve - fmpz_
mat_ ⚠solve_ bound - fmpz_
mat_ ⚠solve_ cramer - fmpz_
mat_ ⚠solve_ dixon - fmpz_
mat_ ⚠solve_ dixon_ den - fmpz_
mat_ ⚠solve_ fflu - fmpz_
mat_ ⚠solve_ fflu_ precomp - fmpz_
mat_ ⚠solve_ multi_ mod_ den - fmpz_
mat_ ⚠sqr - fmpz_
mat_ ⚠sqr_ bodrato - fmpz_
mat_ ⚠strong_ echelon_ form_ mod - fmpz_
mat_ ⚠sub - fmpz_
mat_ ⚠swap - fmpz_
mat_ ⚠swap_ cols - fmpz_
mat_ ⚠swap_ entrywise - fmpz_
mat_ ⚠swap_ rows - fmpz_
mat_ ⚠trace - fmpz_
mat_ ⚠transpose - fmpz_
mat_ ⚠window_ clear - fmpz_
mat_ ⚠window_ init - fmpz_
mat_ ⚠zero - fmpz_
max ⚠ - fmpz_
min ⚠ - fmpz_
mod ⚠ - fmpz_
mod_ ⚠add - fmpz_
mod_ ⚠add_ fmpz - fmpz_
mod_ ⚠add_ si - fmpz_
mod_ ⚠add_ ui - fmpz_
mod_ ⚠addmul - fmpz_
mod_ ⚠assert_ canonical - fmpz_
mod_ ⚠berlekamp_ massey_ R_ poly - fmpz_
mod_ ⚠berlekamp_ massey_ V_ poly - fmpz_
mod_ ⚠berlekamp_ massey_ add_ point - fmpz_
mod_ ⚠berlekamp_ massey_ add_ point_ ui - fmpz_
mod_ ⚠berlekamp_ massey_ add_ points - fmpz_
mod_ ⚠berlekamp_ massey_ add_ zeros - fmpz_
mod_ ⚠berlekamp_ massey_ clear - fmpz_
mod_ ⚠berlekamp_ massey_ init - fmpz_
mod_ ⚠berlekamp_ massey_ point_ count - fmpz_
mod_ ⚠berlekamp_ massey_ points - fmpz_
mod_ ⚠berlekamp_ massey_ print - fmpz_
mod_ ⚠berlekamp_ massey_ reduce - fmpz_
mod_ ⚠berlekamp_ massey_ start_ over - fmpz_
mod_ ⚠bpoly_ add - fmpz_
mod_ ⚠bpoly_ clear - fmpz_
mod_ ⚠bpoly_ degree0 - fmpz_
mod_ ⚠bpoly_ degree1 - fmpz_
mod_ ⚠bpoly_ derivative_ gen0 - fmpz_
mod_ ⚠bpoly_ divides - fmpz_
mod_ ⚠bpoly_ divrem_ series - fmpz_
mod_ ⚠bpoly_ equal - fmpz_
mod_ ⚠bpoly_ factor_ smprime - fmpz_
mod_ ⚠bpoly_ fit_ length - fmpz_
mod_ ⚠bpoly_ get_ coeff - fmpz_
mod_ ⚠bpoly_ hlift - fmpz_
mod_ ⚠bpoly_ hlift2 - fmpz_
mod_ ⚠bpoly_ init - fmpz_
mod_ ⚠bpoly_ is_ canonical - fmpz_
mod_ ⚠bpoly_ is_ one - fmpz_
mod_ ⚠bpoly_ make_ monic_ series - fmpz_
mod_ ⚠bpoly_ make_ primitive - fmpz_
mod_ ⚠bpoly_ mul - fmpz_
mod_ ⚠bpoly_ mul_ series - fmpz_
mod_ ⚠bpoly_ normalise - fmpz_
mod_ ⚠bpoly_ one - fmpz_
mod_ ⚠bpoly_ pfrac - fmpz_
mod_ ⚠bpoly_ print_ pretty - fmpz_
mod_ ⚠bpoly_ reverse_ vars - fmpz_
mod_ ⚠bpoly_ set - fmpz_
mod_ ⚠bpoly_ set_ coeff - fmpz_
mod_ ⚠bpoly_ set_ poly_ gen0 - fmpz_
mod_ ⚠bpoly_ set_ poly_ gen1 - fmpz_
mod_ ⚠bpoly_ stack_ clear - fmpz_
mod_ ⚠bpoly_ stack_ fit_ request - fmpz_
mod_ ⚠bpoly_ stack_ give_ back - fmpz_
mod_ ⚠bpoly_ stack_ init - fmpz_
mod_ ⚠bpoly_ stack_ request - fmpz_
mod_ ⚠bpoly_ stack_ size - fmpz_
mod_ ⚠bpoly_ stack_ take_ top - fmpz_
mod_ ⚠bpoly_ sub - fmpz_
mod_ ⚠bpoly_ swap - fmpz_
mod_ ⚠bpoly_ taylor_ shift_ gen0 - fmpz_
mod_ ⚠bpoly_ taylor_ shift_ gen1 - fmpz_
mod_ ⚠bpoly_ zero - fmpz_
mod_ ⚠ctx_ clear - fmpz_
mod_ ⚠ctx_ init - fmpz_
mod_ ⚠ctx_ init_ rand_ bits - fmpz_
mod_ ⚠ctx_ init_ rand_ bits_ prime - fmpz_
mod_ ⚠ctx_ init_ ui - fmpz_
mod_ ⚠ctx_ modulus - fmpz_
mod_ ⚠ctx_ set_ modulus - fmpz_
mod_ ⚠ctx_ set_ modulus_ ui - fmpz_
mod_ ⚠discrete_ log_ pohlig_ hellman_ clear - fmpz_
mod_ ⚠discrete_ log_ pohlig_ hellman_ init - fmpz_
mod_ ⚠discrete_ log_ pohlig_ hellman_ precompute_ prime - fmpz_
mod_ ⚠discrete_ log_ pohlig_ hellman_ primitive_ root - fmpz_
mod_ ⚠discrete_ log_ pohlig_ hellman_ run - fmpz_
mod_ ⚠divides - fmpz_
mod_ ⚠equal_ fmpz - fmpz_
mod_ ⚠equal_ si - fmpz_
mod_ ⚠fmpz_ sub - fmpz_
mod_ ⚠inv - fmpz_
mod_ ⚠is_ canonical - fmpz_
mod_ ⚠is_ invertible - fmpz_
mod_ ⚠is_ one - fmpz_
mod_ ⚠mat_ add - fmpz_
mod_ ⚠mat_ can_ solve - fmpz_
mod_ ⚠mat_ charpoly - fmpz_
mod_ ⚠mat_ charpoly_ berkowitz - fmpz_
mod_ ⚠mat_ clear - fmpz_
mod_ ⚠mat_ concat_ horizontal - fmpz_
mod_ ⚠mat_ concat_ vertical - fmpz_
mod_ ⚠mat_ det - fmpz_
mod_ ⚠mat_ entry - fmpz_
mod_ ⚠mat_ equal - fmpz_
mod_ ⚠mat_ fmpz_ vec_ mul - fmpz_
mod_ ⚠mat_ fmpz_ vec_ mul_ ptr - fmpz_
mod_ ⚠mat_ fprint - fmpz_
mod_ ⚠mat_ fprint_ pretty - fmpz_
mod_ ⚠mat_ get_ entry - fmpz_
mod_ ⚠mat_ get_ fmpz_ mat - fmpz_
mod_ ⚠mat_ howell_ form - fmpz_
mod_ ⚠mat_ init - fmpz_
mod_ ⚠mat_ init_ nullspace_ tr - fmpz_
mod_ ⚠mat_ init_ set - fmpz_
mod_ ⚠mat_ inv - fmpz_
mod_ ⚠mat_ invert_ cols - fmpz_
mod_ ⚠mat_ invert_ rows - fmpz_
mod_ ⚠mat_ is_ empty - fmpz_
mod_ ⚠mat_ is_ one - fmpz_
mod_ ⚠mat_ is_ reduced - fmpz_
mod_ ⚠mat_ is_ square - fmpz_
mod_ ⚠mat_ is_ zero - fmpz_
mod_ ⚠mat_ lu - fmpz_
mod_ ⚠mat_ minpoly - fmpz_
mod_ ⚠mat_ mul - fmpz_
mod_ ⚠mat_ mul_ classical_ threaded - fmpz_
mod_ ⚠mat_ mul_ fmpz_ vec - fmpz_
mod_ ⚠mat_ mul_ fmpz_ vec_ ptr - fmpz_
mod_ ⚠mat_ ncols - fmpz_
mod_ ⚠mat_ neg - fmpz_
mod_ ⚠mat_ nrows - fmpz_
mod_ ⚠mat_ nullspace - fmpz_
mod_ ⚠mat_ one - fmpz_
mod_ ⚠mat_ print - fmpz_
mod_ ⚠mat_ print_ pretty - fmpz_
mod_ ⚠mat_ randops - fmpz_
mod_ ⚠mat_ randrank - fmpz_
mod_ ⚠mat_ randtest - fmpz_
mod_ ⚠mat_ randtril - fmpz_
mod_ ⚠mat_ randtriu - fmpz_
mod_ ⚠mat_ rank - fmpz_
mod_ ⚠mat_ reduce_ row - fmpz_
mod_ ⚠mat_ rref - fmpz_
mod_ ⚠mat_ scalar_ mul_ fmpz - fmpz_
mod_ ⚠mat_ scalar_ mul_ si - fmpz_
mod_ ⚠mat_ scalar_ mul_ ui - fmpz_
mod_ ⚠mat_ set - fmpz_
mod_ ⚠mat_ set_ entry - fmpz_
mod_ ⚠mat_ set_ fmpz_ mat - fmpz_
mod_ ⚠mat_ set_ nmod_ mat - fmpz_
mod_ ⚠mat_ similarity - fmpz_
mod_ ⚠mat_ solve - fmpz_
mod_ ⚠mat_ solve_ tril - fmpz_
mod_ ⚠mat_ solve_ triu - fmpz_
mod_ ⚠mat_ sqr - fmpz_
mod_ ⚠mat_ strong_ echelon_ form - fmpz_
mod_ ⚠mat_ sub - fmpz_
mod_ ⚠mat_ submul - fmpz_
mod_ ⚠mat_ swap - fmpz_
mod_ ⚠mat_ swap_ cols - fmpz_
mod_ ⚠mat_ swap_ entrywise - fmpz_
mod_ ⚠mat_ swap_ rows - fmpz_
mod_ ⚠mat_ trace - fmpz_
mod_ ⚠mat_ transpose - fmpz_
mod_ ⚠mat_ window_ clear - fmpz_
mod_ ⚠mat_ window_ init - fmpz_
mod_ ⚠mat_ zero - fmpz_
mod_ ⚠mpoly_ add - fmpz_
mod_ ⚠mpoly_ add_ fmpz - fmpz_
mod_ ⚠mpoly_ add_ fmpz_ mod - fmpz_
mod_ ⚠mpoly_ add_ si - fmpz_
mod_ ⚠mpoly_ add_ ui - fmpz_
mod_ ⚠mpoly_ assert_ canonical - fmpz_
mod_ ⚠mpoly_ clear - fmpz_
mod_ ⚠mpoly_ cmp - fmpz_
mod_ ⚠mpoly_ combine_ like_ terms - fmpz_
mod_ ⚠mpoly_ compose_ fmpz_ mod_ mpoly - fmpz_
mod_ ⚠mpoly_ compose_ fmpz_ mod_ mpoly_ gen - fmpz_
mod_ ⚠mpoly_ compose_ fmpz_ mod_ mpoly_ geobucket - fmpz_
mod_ ⚠mpoly_ compose_ fmpz_ mod_ mpoly_ horner - fmpz_
mod_ ⚠mpoly_ compression_ do - fmpz_
mod_ ⚠mpoly_ compression_ undo - fmpz_
mod_ ⚠mpoly_ content_ vars - fmpz_
mod_ ⚠mpoly_ ctx_ clear - fmpz_
mod_ ⚠mpoly_ ctx_ get_ modulus - fmpz_
mod_ ⚠mpoly_ ctx_ init - fmpz_
mod_ ⚠mpoly_ ctx_ init_ rand - fmpz_
mod_ ⚠mpoly_ ctx_ init_ rand_ bits - fmpz_
mod_ ⚠mpoly_ ctx_ init_ rand_ bits_ prime - fmpz_
mod_ ⚠mpoly_ ctx_ modulus - fmpz_
mod_ ⚠mpoly_ ctx_ nvars - fmpz_
mod_ ⚠mpoly_ ctx_ ord - fmpz_
mod_ ⚠mpoly_ cvtfrom_ mpolyn - fmpz_
mod_ ⚠mpoly_ cvtto_ mpolyn - fmpz_
mod_ ⚠mpoly_ deflate - fmpz_
mod_ ⚠mpoly_ deflation - fmpz_
mod_ ⚠mpoly_ degree_ fmpz - fmpz_
mod_ ⚠mpoly_ degree_ si - fmpz_
mod_ ⚠mpoly_ degrees_ fit_ si - fmpz_
mod_ ⚠mpoly_ degrees_ fmpz - fmpz_
mod_ ⚠mpoly_ degrees_ si - fmpz_
mod_ ⚠mpoly_ derivative - fmpz_
mod_ ⚠mpoly_ discriminant - fmpz_
mod_ ⚠mpoly_ div - fmpz_
mod_ ⚠mpoly_ div_ monagan_ pearce - fmpz_
mod_ ⚠mpoly_ divexact - fmpz_
mod_ ⚠mpoly_ divides - fmpz_
mod_ ⚠mpoly_ divides_ dense - fmpz_
mod_ ⚠mpoly_ divides_ monagan_ pearce - fmpz_
mod_ ⚠mpoly_ divrem - fmpz_
mod_ ⚠mpoly_ divrem_ ideal - fmpz_
mod_ ⚠mpoly_ divrem_ ideal_ monagan_ pearce - fmpz_
mod_ ⚠mpoly_ divrem_ monagan_ pearce - fmpz_
mod_ ⚠mpoly_ equal - fmpz_
mod_ ⚠mpoly_ equal_ fmpz - fmpz_
mod_ ⚠mpoly_ equal_ si - fmpz_
mod_ ⚠mpoly_ equal_ ui - fmpz_
mod_ ⚠mpoly_ evaluate_ all_ fmpz - fmpz_
mod_ ⚠mpoly_ evaluate_ one_ fmpz - fmpz_
mod_ ⚠mpoly_ factor - fmpz_
mod_ ⚠mpoly_ factor_ algo - fmpz_
mod_ ⚠mpoly_ factor_ append_ fmpz_ swap - fmpz_
mod_ ⚠mpoly_ factor_ clear - fmpz_
mod_ ⚠mpoly_ factor_ cmp - fmpz_
mod_ ⚠mpoly_ factor_ content - fmpz_
mod_ ⚠mpoly_ factor_ expand - fmpz_
mod_ ⚠mpoly_ factor_ fit_ length - fmpz_
mod_ ⚠mpoly_ factor_ get_ base - fmpz_
mod_ ⚠mpoly_ factor_ get_ constant_ fmpz - fmpz_
mod_ ⚠mpoly_ factor_ get_ exp_ si - fmpz_
mod_ ⚠mpoly_ factor_ init - fmpz_
mod_ ⚠mpoly_ factor_ init2 - fmpz_
mod_ ⚠mpoly_ factor_ irred_ smprime_ wang - fmpz_
mod_ ⚠mpoly_ factor_ irred_ smprime_ zassenhaus - fmpz_
mod_ ⚠mpoly_ factor_ irred_ smprime_ zippel - fmpz_
mod_ ⚠mpoly_ factor_ lcc_ wang - fmpz_
mod_ ⚠mpoly_ factor_ length - fmpz_
mod_ ⚠mpoly_ factor_ matches - fmpz_
mod_ ⚠mpoly_ factor_ one - fmpz_
mod_ ⚠mpoly_ factor_ print_ pretty - fmpz_
mod_ ⚠mpoly_ factor_ realloc - fmpz_
mod_ ⚠mpoly_ factor_ separable - fmpz_
mod_ ⚠mpoly_ factor_ set - fmpz_
mod_ ⚠mpoly_ factor_ sort - fmpz_
mod_ ⚠mpoly_ factor_ squarefree - fmpz_
mod_ ⚠mpoly_ factor_ swap - fmpz_
mod_ ⚠mpoly_ factor_ swap_ base - fmpz_
mod_ ⚠mpoly_ factor_ wang - fmpz_
mod_ ⚠mpoly_ factor_ zassenhaus - fmpz_
mod_ ⚠mpoly_ factor_ zippel - fmpz_
mod_ ⚠mpoly_ fit_ length - fmpz_
mod_ ⚠mpoly_ fit_ length_ fit_ bits - fmpz_
mod_ ⚠mpoly_ fit_ length_ reset_ bits - fmpz_
mod_ ⚠mpoly_ fprint_ pretty - fmpz_
mod_ ⚠mpoly_ from_ mpolyl_ perm_ inflate - fmpz_
mod_ ⚠mpoly_ from_ mpolyn_ perm_ inflate - fmpz_
mod_ ⚠mpoly_ from_ mpolyv - fmpz_
mod_ ⚠mpoly_ from_ univar - fmpz_
mod_ ⚠mpoly_ gcd - fmpz_
mod_ ⚠mpoly_ gcd_ brown - fmpz_
mod_ ⚠mpoly_ gcd_ cofactors - fmpz_
mod_ ⚠mpoly_ gcd_ hensel - fmpz_
mod_ ⚠mpoly_ gcd_ subresultant - fmpz_
mod_ ⚠mpoly_ gcd_ zippel - fmpz_
mod_ ⚠mpoly_ gcd_ zippel2 - fmpz_
mod_ ⚠mpoly_ gen - fmpz_
mod_ ⚠mpoly_ geobucket_ add - fmpz_
mod_ ⚠mpoly_ geobucket_ clear - fmpz_
mod_ ⚠mpoly_ geobucket_ empty - fmpz_
mod_ ⚠mpoly_ geobucket_ fit_ length - fmpz_
mod_ ⚠mpoly_ geobucket_ init - fmpz_
mod_ ⚠mpoly_ geobucket_ set - fmpz_
mod_ ⚠mpoly_ geobucket_ sub - fmpz_
mod_ ⚠mpoly_ get_ coeff_ fmpz_ fmpz - fmpz_
mod_ ⚠mpoly_ get_ coeff_ fmpz_ monomial - fmpz_
mod_ ⚠mpoly_ get_ coeff_ fmpz_ ui - fmpz_
mod_ ⚠mpoly_ get_ coeff_ vars_ ui - fmpz_
mod_ ⚠mpoly_ get_ fmpz - fmpz_
mod_ ⚠mpoly_ get_ fmpz_ mod_ bpoly - fmpz_
mod_ ⚠mpoly_ get_ fmpz_ mod_ poly - fmpz_
mod_ ⚠mpoly_ get_ polyu1n - fmpz_
mod_ ⚠mpoly_ get_ str_ pretty - fmpz_
mod_ ⚠mpoly_ get_ term - fmpz_
mod_ ⚠mpoly_ get_ term_ coeff_ fmpz - fmpz_
mod_ ⚠mpoly_ get_ term_ exp_ fmpz - fmpz_
mod_ ⚠mpoly_ get_ term_ exp_ si - fmpz_
mod_ ⚠mpoly_ get_ term_ exp_ ui - fmpz_
mod_ ⚠mpoly_ get_ term_ monomial - fmpz_
mod_ ⚠mpoly_ get_ term_ var_ exp_ si - fmpz_
mod_ ⚠mpoly_ get_ term_ var_ exp_ ui - fmpz_
mod_ ⚠mpoly_ hlift - fmpz_
mod_ ⚠mpoly_ hlift_ zippel - fmpz_
mod_ ⚠mpoly_ inflate - fmpz_
mod_ ⚠mpoly_ init - fmpz_
mod_ ⚠mpoly_ init2 - fmpz_
mod_ ⚠mpoly_ init3 - fmpz_
mod_ ⚠mpoly_ is_ canonical - fmpz_
mod_ ⚠mpoly_ is_ fmpz - fmpz_
mod_ ⚠mpoly_ is_ fmpz_ mod_ poly - fmpz_
mod_ ⚠mpoly_ is_ gen - fmpz_
mod_ ⚠mpoly_ is_ one - fmpz_
mod_ ⚠mpoly_ is_ square - fmpz_
mod_ ⚠mpoly_ is_ zero - fmpz_
mod_ ⚠mpoly_ leadcoeff - fmpz_
mod_ ⚠mpoly_ length - fmpz_
mod_ ⚠mpoly_ make_ monic - fmpz_
mod_ ⚠mpoly_ mock_ eval_ coeff - fmpz_
mod_ ⚠mpoly_ mul - fmpz_
mod_ ⚠mpoly_ mul_ dense - fmpz_
mod_ ⚠mpoly_ mul_ johnson - fmpz_
mod_ ⚠mpoly_ neg - fmpz_
mod_ ⚠mpoly_ one - fmpz_
mod_ ⚠mpoly_ pfrac - fmpz_
mod_ ⚠mpoly_ pfrac_ clear - fmpz_
mod_ ⚠mpoly_ pfrac_ init - fmpz_
mod_ ⚠mpoly_ pow_ fmpz - fmpz_
mod_ ⚠mpoly_ pow_ rmul - fmpz_
mod_ ⚠mpoly_ pow_ ui - fmpz_
mod_ ⚠mpoly_ print_ pretty - fmpz_
mod_ ⚠mpoly_ push_ term_ fmpz_ ffmpz - fmpz_
mod_ ⚠mpoly_ push_ term_ fmpz_ fmpz - fmpz_
mod_ ⚠mpoly_ push_ term_ fmpz_ ui - fmpz_
mod_ ⚠mpoly_ push_ term_ si_ ffmpz - fmpz_
mod_ ⚠mpoly_ push_ term_ si_ fmpz - fmpz_
mod_ ⚠mpoly_ push_ term_ si_ ui - fmpz_
mod_ ⚠mpoly_ push_ term_ ui_ ffmpz - fmpz_
mod_ ⚠mpoly_ push_ term_ ui_ fmpz - fmpz_
mod_ ⚠mpoly_ push_ term_ ui_ ui - fmpz_
mod_ ⚠mpoly_ quadratic_ root - fmpz_
mod_ ⚠mpoly_ randtest_ bits - fmpz_
mod_ ⚠mpoly_ randtest_ bound - fmpz_
mod_ ⚠mpoly_ randtest_ bounds - fmpz_
mod_ ⚠mpoly_ realloc - fmpz_
mod_ ⚠mpoly_ remainder_ strongtest - Internal consistency checks
- fmpz_
mod_ ⚠mpoly_ repack_ bits - fmpz_
mod_ ⚠mpoly_ repack_ bits_ inplace - fmpz_
mod_ ⚠mpoly_ resize - fmpz_
mod_ ⚠mpoly_ resultant - fmpz_
mod_ ⚠mpoly_ reverse - fmpz_
mod_ ⚠mpoly_ scalar_ addmul_ fmpz - fmpz_
mod_ ⚠mpoly_ scalar_ mul_ fmpz - fmpz_
mod_ ⚠mpoly_ scalar_ mul_ fmpz_ mod_ invertible - fmpz_
mod_ ⚠mpoly_ scalar_ mul_ si - fmpz_
mod_ ⚠mpoly_ scalar_ mul_ ui - fmpz_
mod_ ⚠mpoly_ set - fmpz_
mod_ ⚠mpoly_ set_ coeff_ fmpz_ fmpz - fmpz_
mod_ ⚠mpoly_ set_ coeff_ fmpz_ monomial - fmpz_
mod_ ⚠mpoly_ set_ coeff_ fmpz_ ui - fmpz_
mod_ ⚠mpoly_ set_ coeff_ si_ fmpz - fmpz_
mod_ ⚠mpoly_ set_ coeff_ si_ ui - fmpz_
mod_ ⚠mpoly_ set_ coeff_ ui_ fmpz - fmpz_
mod_ ⚠mpoly_ set_ coeff_ ui_ ui - fmpz_
mod_ ⚠mpoly_ set_ fmpz - fmpz_
mod_ ⚠mpoly_ set_ fmpz_ mod - fmpz_
mod_ ⚠mpoly_ set_ fmpz_ mod_ bpoly - fmpz_
mod_ ⚠mpoly_ set_ fmpz_ mod_ poly - fmpz_
mod_ ⚠mpoly_ set_ polyu1n - fmpz_
mod_ ⚠mpoly_ set_ si - fmpz_
mod_ ⚠mpoly_ set_ str_ pretty - fmpz_
mod_ ⚠mpoly_ set_ term_ coeff_ fmpz - fmpz_
mod_ ⚠mpoly_ set_ term_ coeff_ si - fmpz_
mod_ ⚠mpoly_ set_ term_ coeff_ ui - fmpz_
mod_ ⚠mpoly_ set_ term_ exp_ fmpz - fmpz_
mod_ ⚠mpoly_ set_ term_ exp_ ui - fmpz_
mod_ ⚠mpoly_ set_ ui - fmpz_
mod_ ⚠mpoly_ sort_ terms - fmpz_
mod_ ⚠mpoly_ sqrt - fmpz_
mod_ ⚠mpoly_ sqrt_ heap - fmpz_
mod_ ⚠mpoly_ sub - fmpz_
mod_ ⚠mpoly_ sub_ fmpz - fmpz_
mod_ ⚠mpoly_ sub_ si - fmpz_
mod_ ⚠mpoly_ sub_ ui - fmpz_
mod_ ⚠mpoly_ swap - fmpz_
mod_ ⚠mpoly_ term_ content - fmpz_
mod_ ⚠mpoly_ term_ exp_ fits_ si - fmpz_
mod_ ⚠mpoly_ term_ exp_ fits_ ui - fmpz_
mod_ ⚠mpoly_ to_ mpolyl_ perm_ deflate - fmpz_
mod_ ⚠mpoly_ to_ mpolyn_ perm_ deflate - fmpz_
mod_ ⚠mpoly_ to_ mpolyv - fmpz_
mod_ ⚠mpoly_ to_ univar - fmpz_
mod_ ⚠mpoly_ total_ degree_ fits_ si - fmpz_
mod_ ⚠mpoly_ total_ degree_ fmpz - fmpz_
mod_ ⚠mpoly_ total_ degree_ si - fmpz_
mod_ ⚠mpoly_ truncate - fmpz_
mod_ ⚠mpoly_ univar_ assert_ canonical - fmpz_
mod_ ⚠mpoly_ univar_ clear - fmpz_
mod_ ⚠mpoly_ univar_ degree_ fits_ si - fmpz_
mod_ ⚠mpoly_ univar_ discriminant - fmpz_
mod_ ⚠mpoly_ univar_ fit_ length - fmpz_
mod_ ⚠mpoly_ univar_ get_ term_ coeff - fmpz_
mod_ ⚠mpoly_ univar_ get_ term_ exp_ si - fmpz_
mod_ ⚠mpoly_ univar_ init - fmpz_
mod_ ⚠mpoly_ univar_ length - fmpz_
mod_ ⚠mpoly_ univar_ print_ pretty - fmpz_
mod_ ⚠mpoly_ univar_ pseudo_ gcd - fmpz_
mod_ ⚠mpoly_ univar_ resultant - fmpz_
mod_ ⚠mpoly_ univar_ set_ coeff_ ui - fmpz_
mod_ ⚠mpoly_ univar_ swap - fmpz_
mod_ ⚠mpoly_ univar_ swap_ term_ coeff - fmpz_
mod_ ⚠mpoly_ univar_ zero - fmpz_
mod_ ⚠mpoly_ used_ vars - fmpz_
mod_ ⚠mpoly_ zero - fmpz_
mod_ ⚠mpolyl_ content - fmpz_
mod_ ⚠mpolyl_ gcd_ hensel_ smprime - fmpz_
mod_ ⚠mpolyl_ gcd_ zippel2_ smprime - fmpz_
mod_ ⚠mpolyl_ gcdp_ zippel - fmpz_
mod_ ⚠mpolyl_ lead_ coeff - fmpz_
mod_ ⚠mpolyn_ clear - fmpz_
mod_ ⚠mpolyn_ divides - fmpz_
mod_ ⚠mpolyn_ equal - fmpz_
mod_ ⚠mpolyn_ fit_ length - fmpz_
mod_ ⚠mpolyn_ gcd_ brown_ smprime - fmpz_
mod_ ⚠mpolyn_ init - fmpz_
mod_ ⚠mpolyn_ interp_ crt_ 2sm_ mpolyn - fmpz_
mod_ ⚠mpolyn_ interp_ crt_ sm_ mpoly - fmpz_
mod_ ⚠mpolyn_ interp_ crt_ sm_ poly - fmpz_
mod_ ⚠mpolyn_ interp_ lift_ 2sm_ mpolyn - fmpz_
mod_ ⚠mpolyn_ interp_ lift_ sm_ mpoly - fmpz_
mod_ ⚠mpolyn_ interp_ lift_ sm_ poly - fmpz_
mod_ ⚠mpolyn_ interp_ mcrt_ sm_ mpoly - fmpz_
mod_ ⚠mpolyn_ interp_ reduce_ 2sm_ mpolyn - fmpz_
mod_ ⚠mpolyn_ interp_ reduce_ sm_ poly - fmpz_
mod_ ⚠mpolyn_ is_ canonical - fmpz_
mod_ ⚠mpolyn_ is_ nonzero_ fmpz - fmpz_
mod_ ⚠mpolyn_ lastdeg - fmpz_
mod_ ⚠mpolyn_ leadcoeff - fmpz_
mod_ ⚠mpolyn_ one - fmpz_
mod_ ⚠mpolyn_ print_ pretty - fmpz_
mod_ ⚠mpolyn_ scalar_ mul_ fmpz_ mod - fmpz_
mod_ ⚠mpolyn_ set - fmpz_
mod_ ⚠mpolyn_ stack_ clear - fmpz_
mod_ ⚠mpolyn_ stack_ fit_ request - fmpz_
mod_ ⚠mpolyn_ stack_ give_ back - fmpz_
mod_ ⚠mpolyn_ stack_ init - fmpz_
mod_ ⚠mpolyn_ stack_ request - fmpz_
mod_ ⚠mpolyn_ stack_ size - fmpz_
mod_ ⚠mpolyn_ stack_ take_ top - fmpz_
mod_ ⚠mpolyn_ swap - fmpz_
mod_ ⚠mpolyu3_ print_ pretty - fmpz_
mod_ ⚠mpolyu_ is_ canonical - fmpz_
mod_ ⚠mpolyv_ clear - fmpz_
mod_ ⚠mpolyv_ fit_ length - fmpz_
mod_ ⚠mpolyv_ init - fmpz_
mod_ ⚠mpolyv_ print_ pretty - fmpz_
mod_ ⚠mpolyv_ set_ coeff - fmpz_
mod_ ⚠mpolyv_ swap - fmpz_
mod_ ⚠mul - fmpz_
mod_ ⚠mul_ fmpz - fmpz_
mod_ ⚠mul_ si - fmpz_
mod_ ⚠mul_ ui - fmpz_
mod_ ⚠neg - fmpz_
mod_ ⚠poly_ add - fmpz_
mod_ ⚠poly_ add_ fmpz - fmpz_
mod_ ⚠poly_ add_ series - fmpz_
mod_ ⚠poly_ add_ si - fmpz_
mod_ ⚠poly_ addmul_ linear - fmpz_
mod_ ⚠poly_ clear - fmpz_
mod_ ⚠poly_ compose - fmpz_
mod_ ⚠poly_ compose_ mod - fmpz_
mod_ ⚠poly_ compose_ mod_ brent_ kung - fmpz_
mod_ ⚠poly_ compose_ mod_ brent_ kung_ precomp_ preinv - fmpz_
mod_ ⚠poly_ compose_ mod_ brent_ kung_ preinv - fmpz_
mod_ ⚠poly_ compose_ mod_ brent_ kung_ vec_ preinv - fmpz_
mod_ ⚠poly_ compose_ mod_ brent_ kung_ vec_ preinv_ threaded - fmpz_
mod_ ⚠poly_ compose_ mod_ brent_ kung_ vec_ preinv_ threaded_ pool - fmpz_
mod_ ⚠poly_ compose_ mod_ horner - fmpz_
mod_ ⚠poly_ deflate - fmpz_
mod_ ⚠poly_ deflation - fmpz_
mod_ ⚠poly_ degree - fmpz_
mod_ ⚠poly_ derivative - fmpz_
mod_ ⚠poly_ discriminant - fmpz_
mod_ ⚠poly_ div - fmpz_
mod_ ⚠poly_ div_ newton_ n_ preinv - fmpz_
mod_ ⚠poly_ div_ series - fmpz_
mod_ ⚠poly_ divides - fmpz_
mod_ ⚠poly_ divides_ classical - fmpz_
mod_ ⚠poly_ divrem - fmpz_
mod_ ⚠poly_ divrem_ basecase - fmpz_
mod_ ⚠poly_ divrem_ f - fmpz_
mod_ ⚠poly_ divrem_ newton_ n_ preinv - fmpz_
mod_ ⚠poly_ equal - fmpz_
mod_ ⚠poly_ equal_ trunc - fmpz_
mod_ ⚠poly_ eval2_ pow - fmpz_
mod_ ⚠poly_ eval_ pow - fmpz_
mod_ ⚠poly_ evaluate_ fmpz - fmpz_
mod_ ⚠poly_ evaluate_ fmpz_ vec - fmpz_
mod_ ⚠poly_ evaluate_ fmpz_ vec_ fast - fmpz_
mod_ ⚠poly_ evaluate_ fmpz_ vec_ iter - fmpz_
mod_ ⚠poly_ factor - fmpz_
mod_ ⚠poly_ factor_ berlekamp - fmpz_
mod_ ⚠poly_ factor_ cantor_ zassenhaus - fmpz_
mod_ ⚠poly_ factor_ clear - fmpz_
mod_ ⚠poly_ factor_ concat - fmpz_
mod_ ⚠poly_ factor_ distinct_ deg - fmpz_
mod_ ⚠poly_ factor_ distinct_ deg_ threaded - fmpz_
mod_ ⚠poly_ factor_ distinct_ deg_ threaded_ with_ frob - fmpz_
mod_ ⚠poly_ factor_ distinct_ deg_ with_ frob - fmpz_
mod_ ⚠poly_ factor_ equal_ deg - fmpz_
mod_ ⚠poly_ factor_ equal_ deg_ prob - fmpz_
mod_ ⚠poly_ factor_ equal_ deg_ with_ frob - fmpz_
mod_ ⚠poly_ factor_ fit_ length - fmpz_
mod_ ⚠poly_ factor_ get_ fmpz_ mod_ poly - fmpz_
mod_ ⚠poly_ factor_ get_ poly - fmpz_
mod_ ⚠poly_ factor_ init - fmpz_
mod_ ⚠poly_ factor_ insert - fmpz_
mod_ ⚠poly_ factor_ kaltofen_ shoup - fmpz_
mod_ ⚠poly_ factor_ pow - fmpz_
mod_ ⚠poly_ factor_ print - fmpz_
mod_ ⚠poly_ factor_ print_ pretty - fmpz_
mod_ ⚠poly_ factor_ realloc - fmpz_
mod_ ⚠poly_ factor_ set - fmpz_
mod_ ⚠poly_ factor_ squarefree - fmpz_
mod_ ⚠poly_ factor_ swap - fmpz_
mod_ ⚠poly_ find_ distinct_ nonzero_ roots - fmpz_
mod_ ⚠poly_ fit_ length - fmpz_
mod_ ⚠poly_ fmpz_ sub - fmpz_
mod_ ⚠poly_ fprint - fmpz_
mod_ ⚠poly_ fprint_ pretty - fmpz_
mod_ ⚠poly_ fread - fmpz_
mod_ ⚠poly_ frobenius_ power - fmpz_
mod_ ⚠poly_ frobenius_ powers_ 2exp_ clear - fmpz_
mod_ ⚠poly_ frobenius_ powers_ 2exp_ precomp - fmpz_
mod_ ⚠poly_ frobenius_ powers_ clear - fmpz_
mod_ ⚠poly_ frobenius_ powers_ precomp - fmpz_
mod_ ⚠poly_ gcd - fmpz_
mod_ ⚠poly_ gcd_ euclidean_ f - fmpz_
mod_ ⚠poly_ gcd_ f - fmpz_
mod_ ⚠poly_ gcdinv - fmpz_
mod_ ⚠poly_ gcdinv_ euclidean - fmpz_
mod_ ⚠poly_ gcdinv_ euclidean_ f - fmpz_
mod_ ⚠poly_ gcdinv_ f - fmpz_
mod_ ⚠poly_ gen - fmpz_
mod_ ⚠poly_ get_ coeff_ fmpz - fmpz_
mod_ ⚠poly_ get_ fmpz_ poly - fmpz_
mod_ ⚠poly_ get_ nmod_ poly - fmpz_
mod_ ⚠poly_ get_ str - fmpz_
mod_ ⚠poly_ get_ str_ pretty - fmpz_
mod_ ⚠poly_ hamming_ weight - fmpz_
mod_ ⚠poly_ inflate - fmpz_
mod_ ⚠poly_ init - fmpz_
mod_ ⚠poly_ init2 - fmpz_
mod_ ⚠poly_ inv_ series - fmpz_
mod_ ⚠poly_ inv_ series_ f - fmpz_
mod_ ⚠poly_ invmod - fmpz_
mod_ ⚠poly_ invmod_ f - fmpz_
mod_ ⚠poly_ invsqrt_ series - fmpz_
mod_ ⚠poly_ is_ canonical - fmpz_
mod_ ⚠poly_ is_ gen - fmpz_
mod_ ⚠poly_ is_ irreducible - fmpz_
mod_ ⚠poly_ is_ irreducible_ ddf - fmpz_
mod_ ⚠poly_ is_ irreducible_ rabin - fmpz_
mod_ ⚠poly_ is_ irreducible_ rabin_ f - fmpz_
mod_ ⚠poly_ is_ monic - fmpz_
mod_ ⚠poly_ is_ one - fmpz_
mod_ ⚠poly_ is_ squarefree - fmpz_
mod_ ⚠poly_ is_ squarefree_ f - fmpz_
mod_ ⚠poly_ is_ unit - fmpz_
mod_ ⚠poly_ is_ zero - fmpz_
mod_ ⚠poly_ lead - fmpz_
mod_ ⚠poly_ length - fmpz_
mod_ ⚠poly_ make_ monic - fmpz_
mod_ ⚠poly_ make_ monic_ f - fmpz_
mod_ ⚠poly_ minpoly - fmpz_
mod_ ⚠poly_ minpoly_ bm - fmpz_
mod_ ⚠poly_ minpoly_ hgcd - fmpz_
mod_ ⚠poly_ mul - fmpz_
mod_ ⚠poly_ mulhigh - fmpz_
mod_ ⚠poly_ mullow - fmpz_
mod_ ⚠poly_ mulmod - fmpz_
mod_ ⚠poly_ mulmod_ preinv - fmpz_
mod_ ⚠poly_ neg - fmpz_
mod_ ⚠poly_ one - fmpz_
mod_ ⚠poly_ pow - fmpz_
mod_ ⚠poly_ pow_ trunc - fmpz_
mod_ ⚠poly_ pow_ trunc_ binexp - fmpz_
mod_ ⚠poly_ powers_ mod_ bsgs - fmpz_
mod_ ⚠poly_ powers_ mod_ naive - fmpz_
mod_ ⚠poly_ powmod_ fmpz_ binexp - fmpz_
mod_ ⚠poly_ powmod_ fmpz_ binexp_ preinv - fmpz_
mod_ ⚠poly_ powmod_ linear_ fmpz_ preinv - fmpz_
mod_ ⚠poly_ powmod_ ui_ binexp - fmpz_
mod_ ⚠poly_ powmod_ ui_ binexp_ preinv - fmpz_
mod_ ⚠poly_ powmod_ x_ fmpz_ preinv - fmpz_
mod_ ⚠poly_ precompute_ matrix - fmpz_
mod_ ⚠poly_ print - fmpz_
mod_ ⚠poly_ print_ pretty - fmpz_
mod_ ⚠poly_ product_ roots_ fmpz_ vec - fmpz_
mod_ ⚠poly_ radix - fmpz_
mod_ ⚠poly_ radix_ clear - fmpz_
mod_ ⚠poly_ radix_ init - fmpz_
mod_ ⚠poly_ randtest - fmpz_
mod_ ⚠poly_ randtest_ irreducible - fmpz_
mod_ ⚠poly_ randtest_ monic - fmpz_
mod_ ⚠poly_ randtest_ monic_ irreducible - fmpz_
mod_ ⚠poly_ randtest_ monic_ primitive - fmpz_
mod_ ⚠poly_ randtest_ not_ zero - fmpz_
mod_ ⚠poly_ randtest_ pentomial - fmpz_
mod_ ⚠poly_ randtest_ pentomial_ irreducible - fmpz_
mod_ ⚠poly_ randtest_ sparse_ irreducible - fmpz_
mod_ ⚠poly_ randtest_ trinomial - fmpz_
mod_ ⚠poly_ randtest_ trinomial_ irreducible - fmpz_
mod_ ⚠poly_ realloc - fmpz_
mod_ ⚠poly_ rem - fmpz_
mod_ ⚠poly_ rem_ basecase - fmpz_
mod_ ⚠poly_ rem_ f - fmpz_
mod_ ⚠poly_ remove - fmpz_
mod_ ⚠poly_ resultant - fmpz_
mod_ ⚠poly_ reverse - fmpz_
mod_ ⚠poly_ roots - fmpz_
mod_ ⚠poly_ roots_ factored - fmpz_
mod_ ⚠poly_ roots_ factored_ with_ length_ limit - fmpz_
mod_ ⚠poly_ scalar_ addmul_ fmpz - fmpz_
mod_ ⚠poly_ scalar_ addmul_ fmpz_ mod - fmpz_
mod_ ⚠poly_ scalar_ div_ fmpz - fmpz_
mod_ ⚠poly_ scalar_ mul_ fmpz - fmpz_
mod_ ⚠poly_ scalar_ mul_ ui - fmpz_
mod_ ⚠poly_ set - fmpz_
mod_ ⚠poly_ set_ coeff_ fmpz - fmpz_
mod_ ⚠poly_ set_ coeff_ si - fmpz_
mod_ ⚠poly_ set_ coeff_ ui - fmpz_
mod_ ⚠poly_ set_ fmpz - fmpz_
mod_ ⚠poly_ set_ fmpz_ poly - fmpz_
mod_ ⚠poly_ set_ nmod_ poly - fmpz_
mod_ ⚠poly_ set_ trunc - fmpz_
mod_ ⚠poly_ set_ ui - fmpz_
mod_ ⚠poly_ shift_ left - fmpz_
mod_ ⚠poly_ shift_ left_ scalar_ addmul_ fmpz_ mod - fmpz_
mod_ ⚠poly_ shift_ right - fmpz_
mod_ ⚠poly_ si_ sub - fmpz_
mod_ ⚠poly_ sqr - fmpz_
mod_ ⚠poly_ sqrt - fmpz_
mod_ ⚠poly_ sqrt_ series - fmpz_
mod_ ⚠poly_ stack_ clear - fmpz_
mod_ ⚠poly_ stack_ fit_ request - fmpz_
mod_ ⚠poly_ stack_ give_ back - fmpz_
mod_ ⚠poly_ stack_ init - fmpz_
mod_ ⚠poly_ stack_ request - fmpz_
mod_ ⚠poly_ stack_ size - fmpz_
mod_ ⚠poly_ stack_ take_ top - fmpz_
mod_ ⚠poly_ sub - fmpz_
mod_ ⚠poly_ sub_ fmpz - fmpz_
mod_ ⚠poly_ sub_ series - fmpz_
mod_ ⚠poly_ sub_ si - fmpz_
mod_ ⚠poly_ swap - fmpz_
mod_ ⚠poly_ truncate - fmpz_
mod_ ⚠poly_ xgcd - fmpz_
mod_ ⚠poly_ xgcd_ euclidean_ f - fmpz_
mod_ ⚠poly_ xgcd_ f - fmpz_
mod_ ⚠poly_ zero - fmpz_
mod_ ⚠poly_ zero_ coeffs - fmpz_
mod_ ⚠polyu1n_ bidegree - fmpz_
mod_ ⚠polyu1n_ gcd_ brown_ smprime - fmpz_
mod_ ⚠polyu1n_ interp_ crt_ 2sm_ poly - fmpz_
mod_ ⚠polyu1n_ interp_ lift_ 2sm_ poly - fmpz_
mod_ ⚠polyu1n_ interp_ reduce_ 2sm_ poly - fmpz_
mod_ ⚠polyu1n_ print_ pretty - fmpz_
mod_ ⚠polyu2n_ print_ pretty - fmpz_
mod_ ⚠polyu2n_ zip_ eval_ cur_ inc_ coeff - fmpz_
mod_ ⚠polyu3_ degrees - fmpz_
mod_ ⚠polyu3_ hlift - fmpz_
mod_ ⚠polyu3_ print_ pretty - fmpz_
mod_ ⚠polyu3n_ print_ pretty - fmpz_
mod_ ⚠polyu_ clear - fmpz_
mod_ ⚠polyu_ fit_ length - fmpz_
mod_ ⚠polyu_ init - fmpz_
mod_ ⚠polyu_ realloc - fmpz_
mod_ ⚠polyu_ swap - fmpz_
mod_ ⚠polyun_ clear - fmpz_
mod_ ⚠polyun_ equal - fmpz_
mod_ ⚠polyun_ fit_ length - fmpz_
mod_ ⚠polyun_ init - fmpz_
mod_ ⚠polyun_ is_ canonical - fmpz_
mod_ ⚠polyun_ leadcoeff - fmpz_
mod_ ⚠polyun_ one - fmpz_
mod_ ⚠polyun_ product_ roots - fmpz_
mod_ ⚠polyun_ realloc - fmpz_
mod_ ⚠polyun_ set - fmpz_
mod_ ⚠polyun_ stack_ clear - fmpz_
mod_ ⚠polyun_ stack_ fit_ request - fmpz_
mod_ ⚠polyun_ stack_ give_ back - fmpz_
mod_ ⚠polyun_ stack_ init - fmpz_
mod_ ⚠polyun_ stack_ request - fmpz_
mod_ ⚠polyun_ stack_ size - fmpz_
mod_ ⚠polyun_ stack_ take_ top - fmpz_
mod_ ⚠polyun_ swap - fmpz_
mod_ ⚠polyun_ zip_ solve - fmpz_
mod_ ⚠polyun_ zip_ start - fmpz_
mod_ ⚠pow_ cache_ mulpow_ ui - fmpz_
mod_ ⚠pow_ cache_ start - fmpz_
mod_ ⚠pow_ fmpz - fmpz_
mod_ ⚠pow_ ui - fmpz_
mod_ ⚠rand - fmpz_
mod_ ⚠rand_ not_ zero - fmpz_
mod_ ⚠set_ fmpz - fmpz_
mod_ ⚠set_ si - fmpz_
mod_ ⚠set_ ui - fmpz_
mod_ ⚠si_ sub - fmpz_
mod_ ⚠sub - fmpz_
mod_ ⚠sub_ fmpz - fmpz_
mod_ ⚠sub_ si - fmpz_
mod_ ⚠sub_ ui - fmpz_
mod_ ⚠tpoly_ clear - fmpz_
mod_ ⚠tpoly_ fit_ length - fmpz_
mod_ ⚠tpoly_ init - fmpz_
mod_ ⚠tpoly_ swap - fmpz_
mod_ ⚠ui - fmpz_
mod_ ⚠ui_ sub - fmpz_
moebius_ ⚠mu - fmpz_
mpoly_ ⚠add - fmpz_
mpoly_ ⚠add_ fmpz - fmpz_
mpoly_ ⚠add_ si - fmpz_
mpoly_ ⚠add_ ui - fmpz_
mpoly_ ⚠append_ array_ fmpz_ DEGLEX - fmpz_
mpoly_ ⚠append_ array_ fmpz_ DEGREVLEX - fmpz_
mpoly_ ⚠append_ array_ fmpz_ LEX - fmpz_
mpoly_ ⚠append_ array_ sm1_ DEGLEX - fmpz_
mpoly_ ⚠append_ array_ sm1_ DEGREVLEX - fmpz_
mpoly_ ⚠append_ array_ sm1_ LEX - fmpz_
mpoly_ ⚠append_ array_ sm2_ DEGLEX - fmpz_
mpoly_ ⚠append_ array_ sm2_ DEGREVLEX - fmpz_
mpoly_ ⚠append_ array_ sm2_ LEX - fmpz_
mpoly_ ⚠append_ array_ sm3_ DEGLEX - fmpz_
mpoly_ ⚠append_ array_ sm3_ DEGREVLEX - fmpz_
mpoly_ ⚠append_ array_ sm3_ LEX - fmpz_
mpoly_ ⚠assert_ canonical - fmpz_
mpoly_ ⚠buchberger_ naive - fmpz_
mpoly_ ⚠buchberger_ naive_ with_ limits - fmpz_
mpoly_ ⚠clear - fmpz_
mpoly_ ⚠cmp - fmpz_
mpoly_ ⚠combine_ like_ terms - fmpz_
mpoly_ ⚠compose_ fmpz_ mpoly - fmpz_
mpoly_ ⚠compose_ fmpz_ mpoly_ gen - fmpz_
mpoly_ ⚠compose_ fmpz_ mpoly_ geobucket - fmpz_
mpoly_ ⚠compose_ fmpz_ mpoly_ horner - fmpz_
mpoly_ ⚠compose_ fmpz_ poly - fmpz_
mpoly_ ⚠compression_ do - fmpz_
mpoly_ ⚠compression_ undo - fmpz_
mpoly_ ⚠content_ vars - fmpz_
mpoly_ ⚠ctx_ clear - fmpz_
mpoly_ ⚠ctx_ init - fmpz_
mpoly_ ⚠ctx_ init_ rand - fmpz_
mpoly_ ⚠ctx_ nvars - fmpz_
mpoly_ ⚠ctx_ ord - fmpz_
mpoly_ ⚠deflate - fmpz_
mpoly_ ⚠deflation - fmpz_
mpoly_ ⚠degree_ fmpz - fmpz_
mpoly_ ⚠degree_ si - fmpz_
mpoly_ ⚠degrees_ fit_ si - fmpz_
mpoly_ ⚠degrees_ fmpz - fmpz_
mpoly_ ⚠degrees_ si - fmpz_
mpoly_ ⚠derivative - fmpz_
mpoly_ ⚠discriminant - fmpz_
mpoly_ ⚠div - fmpz_
mpoly_ ⚠div_ monagan_ pearce - fmpz_
mpoly_ ⚠divexact - fmpz_
mpoly_ ⚠divides - fmpz_
mpoly_ ⚠divides_ array - fmpz_
mpoly_ ⚠divides_ heap_ threaded - fmpz_
mpoly_ ⚠divides_ monagan_ pearce - fmpz_
mpoly_ ⚠divrem - fmpz_
mpoly_ ⚠divrem_ array - fmpz_
mpoly_ ⚠divrem_ ideal - fmpz_
mpoly_ ⚠divrem_ ideal_ monagan_ pearce - fmpz_
mpoly_ ⚠divrem_ monagan_ pearce - fmpz_
mpoly_ ⚠equal - fmpz_
mpoly_ ⚠equal_ fmpz - fmpz_
mpoly_ ⚠equal_ si - fmpz_
mpoly_ ⚠equal_ ui - fmpz_
mpoly_ ⚠evaluate_ all_ fmpz - fmpz_
mpoly_ ⚠evaluate_ all_ fmpz_ mod - fmpz_
mpoly_ ⚠evaluate_ all_ nmod - fmpz_
mpoly_ ⚠evaluate_ one_ fmpz - fmpz_
mpoly_ ⚠evaluate_ rest_ except_ one - fmpz_
mpoly_ ⚠factor - fmpz_
mpoly_ ⚠factor_ append_ fmpz_ swap - fmpz_
mpoly_ ⚠factor_ append_ ui - fmpz_
mpoly_ ⚠factor_ bound_ si - fmpz_
mpoly_ ⚠factor_ clear - fmpz_
mpoly_ ⚠factor_ cmp - fmpz_
mpoly_ ⚠factor_ content - fmpz_
mpoly_ ⚠factor_ expand - fmpz_
mpoly_ ⚠factor_ fit_ length - fmpz_
mpoly_ ⚠factor_ get_ base - fmpz_
mpoly_ ⚠factor_ get_ constant_ fmpq - fmpz_
mpoly_ ⚠factor_ get_ constant_ fmpz - fmpz_
mpoly_ ⚠factor_ get_ exp_ si - fmpz_
mpoly_ ⚠factor_ init - fmpz_
mpoly_ ⚠factor_ init2 - fmpz_
mpoly_ ⚠factor_ irred - fmpz_
mpoly_ ⚠factor_ irred_ wang - fmpz_
mpoly_ ⚠factor_ irred_ zassenhaus - fmpz_
mpoly_ ⚠factor_ irred_ zippel - fmpz_
mpoly_ ⚠factor_ lcc_ kaltofen - fmpz_
mpoly_ ⚠factor_ lcc_ kaltofen_ step - fmpz_
mpoly_ ⚠factor_ lcc_ wang - fmpz_
mpoly_ ⚠factor_ length - fmpz_
mpoly_ ⚠factor_ matches - fmpz_
mpoly_ ⚠factor_ one - fmpz_
mpoly_ ⚠factor_ print_ pretty - fmpz_
mpoly_ ⚠factor_ realloc - fmpz_
mpoly_ ⚠factor_ set - fmpz_
mpoly_ ⚠factor_ set_ fmpz - fmpz_
mpoly_ ⚠factor_ sort - fmpz_
mpoly_ ⚠factor_ squarefree - fmpz_
mpoly_ ⚠factor_ swap - fmpz_
mpoly_ ⚠factor_ swap_ base - fmpz_
mpoly_ ⚠factor_ wang - fmpz_
mpoly_ ⚠factor_ zassenhaus - fmpz_
mpoly_ ⚠factor_ zero - fmpz_
mpoly_ ⚠factor_ zippel - fmpz_
mpoly_ ⚠fit_ bits - fmpz_
mpoly_ ⚠fit_ length - fmpz_
mpoly_ ⚠fit_ length_ reset_ bits - fmpz_
mpoly_ ⚠fprint_ pretty - fmpz_
mpoly_ ⚠from_ mpoly_ perm_ inflate - fmpz_
mpoly_ ⚠from_ mpolyl_ perm_ inflate - fmpz_
mpoly_ ⚠from_ mpolyv - fmpz_
mpoly_ ⚠from_ univar - fmpz_
mpoly_ ⚠gcd - fmpz_
mpoly_ ⚠gcd_ assert_ successful - fmpz_
mpoly_ ⚠gcd_ brown - fmpz_
mpoly_ ⚠gcd_ cofactors - fmpz_
mpoly_ ⚠gcd_ hensel - fmpz_
mpoly_ ⚠gcd_ subresultant - fmpz_
mpoly_ ⚠gcd_ zippel - fmpz_
mpoly_ ⚠gcd_ zippel2 - fmpz_
mpoly_ ⚠gen - fmpz_
mpoly_ ⚠geobucket_ add - fmpz_
mpoly_ ⚠geobucket_ clear - fmpz_
mpoly_ ⚠geobucket_ empty - fmpz_
mpoly_ ⚠geobucket_ fit_ length - fmpz_
mpoly_ ⚠geobucket_ init - fmpz_
mpoly_ ⚠geobucket_ set - fmpz_
mpoly_ ⚠geobucket_ sub - fmpz_
mpoly_ ⚠get_ bpoly - fmpz_
mpoly_ ⚠get_ coeff_ fmpz_ fmpz - fmpz_
mpoly_ ⚠get_ coeff_ fmpz_ monomial - fmpz_
mpoly_ ⚠get_ coeff_ fmpz_ ui - fmpz_
mpoly_ ⚠get_ coeff_ si_ fmpz - fmpz_
mpoly_ ⚠get_ coeff_ si_ ui - fmpz_
mpoly_ ⚠get_ coeff_ ui_ fmpz - fmpz_
mpoly_ ⚠get_ coeff_ ui_ ui - fmpz_
mpoly_ ⚠get_ coeff_ vars_ ui - fmpz_
mpoly_ ⚠get_ fmpz - fmpz_
mpoly_ ⚠get_ fmpz_ poly - fmpz_
mpoly_ ⚠get_ str_ pretty - fmpz_
mpoly_ ⚠get_ term - fmpz_
mpoly_ ⚠get_ term_ coeff_ fmpz - fmpz_
mpoly_ ⚠get_ term_ coeff_ si - fmpz_
mpoly_ ⚠get_ term_ coeff_ ui - fmpz_
mpoly_ ⚠get_ term_ exp_ fmpz - fmpz_
mpoly_ ⚠get_ term_ exp_ si - fmpz_
mpoly_ ⚠get_ term_ exp_ ui - fmpz_
mpoly_ ⚠get_ term_ monomial - fmpz_
mpoly_ ⚠get_ term_ var_ exp_ si - fmpz_
mpoly_ ⚠get_ term_ var_ exp_ ui - fmpz_
mpoly_ ⚠height - fmpz_
mpoly_ ⚠heights - fmpz_
mpoly_ ⚠hlift - fmpz_
mpoly_ ⚠inflate - fmpz_
mpoly_ ⚠init - fmpz_
mpoly_ ⚠init2 - fmpz_
mpoly_ ⚠init3 - fmpz_
mpoly_ ⚠integral - fmpz_
mpoly_ ⚠interp_ crt_ p_ mpolyn - fmpz_
mpoly_ ⚠interp_ lift_ p - fmpz_
mpoly_ ⚠interp_ lift_ p_ mpolyn - fmpz_
mpoly_ ⚠interp_ mcrt_ p - fmpz_
mpoly_ ⚠interp_ reduce_ p - fmpz_
mpoly_ ⚠interp_ reduce_ p_ mpolyn - fmpz_
mpoly_ ⚠is_ canonical - fmpz_
mpoly_ ⚠is_ fmpz - fmpz_
mpoly_ ⚠is_ fmpz_ poly - fmpz_
mpoly_ ⚠is_ gen - fmpz_
mpoly_ ⚠is_ one - fmpz_
mpoly_ ⚠is_ square - fmpz_
mpoly_ ⚠is_ zero - fmpz_
mpoly_ ⚠leadcoeff - fmpz_
mpoly_ ⚠length - fmpz_
mpoly_ ⚠max_ bits - fmpz_
mpoly_ ⚠mul - fmpz_
mpoly_ ⚠mul_ array - fmpz_
mpoly_ ⚠mul_ array_ threaded - fmpz_
mpoly_ ⚠mul_ dense - fmpz_
mpoly_ ⚠mul_ heap_ threaded - fmpz_
mpoly_ ⚠mul_ johnson - fmpz_
mpoly_ ⚠mul_ monomial - fmpz_
mpoly_ ⚠neg - fmpz_
mpoly_ ⚠one - fmpz_
mpoly_ ⚠pfrac - fmpz_
mpoly_ ⚠pfrac_ clear - fmpz_
mpoly_ ⚠pfrac_ init - fmpz_
mpoly_ ⚠pow_ fmpz - fmpz_
mpoly_ ⚠pow_ fps - fmpz_
mpoly_ ⚠pow_ ui - fmpz_
mpoly_ ⚠primitive_ part - fmpz_
mpoly_ ⚠print_ pretty - fmpz_
mpoly_ ⚠push_ term_ fmpz_ ffmpz - fmpz_
mpoly_ ⚠push_ term_ fmpz_ fmpz - fmpz_
mpoly_ ⚠push_ term_ fmpz_ ui - fmpz_
mpoly_ ⚠push_ term_ si_ ffmpz - fmpz_
mpoly_ ⚠push_ term_ si_ fmpz - fmpz_
mpoly_ ⚠push_ term_ si_ ui - fmpz_
mpoly_ ⚠push_ term_ ui_ ffmpz - fmpz_
mpoly_ ⚠push_ term_ ui_ fmpz - fmpz_
mpoly_ ⚠push_ term_ ui_ ui - fmpz_
mpoly_ ⚠q_ add - fmpz_
mpoly_ ⚠q_ add_ fmpq - fmpz_
mpoly_ ⚠q_ add_ fmpz - fmpz_
mpoly_ ⚠q_ add_ si - fmpz_
mpoly_ ⚠q_ canonicalise - fmpz_
mpoly_ ⚠q_ clear - fmpz_
mpoly_ ⚠q_ content - fmpz_
mpoly_ ⚠q_ div - fmpz_
mpoly_ ⚠q_ div_ fmpq - fmpz_
mpoly_ ⚠q_ div_ fmpz - fmpz_
mpoly_ ⚠q_ div_ si - fmpz_
mpoly_ ⚠q_ equal - fmpz_
mpoly_ ⚠q_ evaluate_ acb - fmpz_
mpoly_ ⚠q_ gen - fmpz_
mpoly_ ⚠q_ get_ str_ pretty - fmpz_
mpoly_ ⚠q_ init - fmpz_
mpoly_ ⚠q_ inv - fmpz_
mpoly_ ⚠q_ is_ canonical - fmpz_
mpoly_ ⚠q_ is_ fmpq - fmpz_
mpoly_ ⚠q_ is_ fmpz - fmpz_
mpoly_ ⚠q_ is_ one - fmpz_
mpoly_ ⚠q_ is_ zero - fmpz_
mpoly_ ⚠q_ mul - fmpz_
mpoly_ ⚠q_ mul_ fmpq - fmpz_
mpoly_ ⚠q_ mul_ fmpz - fmpz_
mpoly_ ⚠q_ mul_ si - fmpz_
mpoly_ ⚠q_ neg - fmpz_
mpoly_ ⚠q_ one - fmpz_
mpoly_ ⚠q_ print_ pretty - fmpz_
mpoly_ ⚠q_ randtest - fmpz_
mpoly_ ⚠q_ set - fmpz_
mpoly_ ⚠q_ set_ fmpq - fmpz_
mpoly_ ⚠q_ set_ fmpz - fmpz_
mpoly_ ⚠q_ set_ si - fmpz_
mpoly_ ⚠q_ set_ str_ pretty - fmpz_
mpoly_ ⚠q_ sub - fmpz_
mpoly_ ⚠q_ sub_ fmpq - fmpz_
mpoly_ ⚠q_ sub_ fmpz - fmpz_
mpoly_ ⚠q_ sub_ si - fmpz_
mpoly_ ⚠q_ swap - fmpz_
mpoly_ ⚠q_ used_ vars - fmpz_
mpoly_ ⚠q_ used_ vars_ den - fmpz_
mpoly_ ⚠q_ used_ vars_ num - fmpz_
mpoly_ ⚠q_ zero - fmpz_
mpoly_ ⚠quasidiv - fmpz_
mpoly_ ⚠quasidiv_ heap - fmpz_
mpoly_ ⚠quasidivrem - fmpz_
mpoly_ ⚠quasidivrem_ heap - fmpz_
mpoly_ ⚠quasidivrem_ ideal - fmpz_
mpoly_ ⚠quasidivrem_ ideal_ heap - fmpz_
mpoly_ ⚠randtest_ bits - fmpz_
mpoly_ ⚠randtest_ bound - fmpz_
mpoly_ ⚠randtest_ bounds - fmpz_
mpoly_ ⚠realloc - fmpz_
mpoly_ ⚠reduction_ primitive_ part - fmpz_
mpoly_ ⚠remainder_ strongtest - fmpz_
mpoly_ ⚠remainder_ test - Internal consistency checks
- fmpz_
mpoly_ ⚠repack_ bits - fmpz_
mpoly_ ⚠repack_ bits_ inplace - fmpz_
mpoly_ ⚠resize - fmpz_
mpoly_ ⚠resultant - fmpz_
mpoly_ ⚠reverse - fmpz_
mpoly_ ⚠scalar_ divexact_ fmpz - fmpz_
mpoly_ ⚠scalar_ divexact_ si - fmpz_
mpoly_ ⚠scalar_ divexact_ ui - fmpz_
mpoly_ ⚠scalar_ divides_ fmpz - fmpz_
mpoly_ ⚠scalar_ divides_ si - fmpz_
mpoly_ ⚠scalar_ divides_ ui - fmpz_
mpoly_ ⚠scalar_ fmma - fmpz_
mpoly_ ⚠scalar_ mul_ fmpz - fmpz_
mpoly_ ⚠scalar_ mul_ si - fmpz_
mpoly_ ⚠scalar_ mul_ ui - fmpz_
mpoly_ ⚠set - fmpz_
mpoly_ ⚠set_ coeff_ fmpz_ fmpz - fmpz_
mpoly_ ⚠set_ coeff_ fmpz_ monomial - fmpz_
mpoly_ ⚠set_ coeff_ fmpz_ ui - fmpz_
mpoly_ ⚠set_ coeff_ si_ fmpz - fmpz_
mpoly_ ⚠set_ coeff_ si_ ui - fmpz_
mpoly_ ⚠set_ coeff_ ui_ fmpz - fmpz_
mpoly_ ⚠set_ coeff_ ui_ ui - fmpz_
mpoly_ ⚠set_ fmpz - fmpz_
mpoly_ ⚠set_ fmpz_ bpoly - fmpz_
mpoly_ ⚠set_ fmpz_ poly - fmpz_
mpoly_ ⚠set_ gen_ fmpz_ poly - fmpz_
mpoly_ ⚠set_ si - fmpz_
mpoly_ ⚠set_ str_ pretty - fmpz_
mpoly_ ⚠set_ term_ coeff_ fmpz - fmpz_
mpoly_ ⚠set_ term_ coeff_ si - fmpz_
mpoly_ ⚠set_ term_ coeff_ ui - fmpz_
mpoly_ ⚠set_ term_ exp_ fmpz - fmpz_
mpoly_ ⚠set_ term_ exp_ ui - fmpz_
mpoly_ ⚠set_ ui - fmpz_
mpoly_ ⚠sort_ terms - fmpz_
mpoly_ ⚠spoly - fmpz_
mpoly_ ⚠sqrt - fmpz_
mpoly_ ⚠sqrt_ heap - fmpz_
mpoly_ ⚠sub - fmpz_
mpoly_ ⚠sub_ fmpz - fmpz_
mpoly_ ⚠sub_ si - fmpz_
mpoly_ ⚠sub_ ui - fmpz_
mpoly_ ⚠swap - fmpz_
mpoly_ ⚠symmetric - fmpz_
mpoly_ ⚠symmetric_ gens - fmpz_
mpoly_ ⚠term_ coeff_ ref - fmpz_
mpoly_ ⚠term_ content - fmpz_
mpoly_ ⚠term_ exp_ fits_ si - fmpz_
mpoly_ ⚠term_ exp_ fits_ ui - fmpz_
mpoly_ ⚠to_ mpoly_ perm_ deflate_ threaded_ pool - fmpz_
mpoly_ ⚠to_ mpolyl_ perm_ deflate - fmpz_
mpoly_ ⚠to_ mpolyv - fmpz_
mpoly_ ⚠to_ univar - fmpz_
mpoly_ ⚠total_ degree_ fits_ si - fmpz_
mpoly_ ⚠total_ degree_ fmpz - fmpz_
mpoly_ ⚠total_ degree_ si - fmpz_
mpoly_ ⚠truncate - fmpz_
mpoly_ ⚠unit_ normalize - fmpz_
mpoly_ ⚠univar_ assert_ canonical - fmpz_
mpoly_ ⚠univar_ clear - fmpz_
mpoly_ ⚠univar_ degree_ fits_ si - fmpz_
mpoly_ ⚠univar_ discriminant - fmpz_
mpoly_ ⚠univar_ fit_ length - fmpz_
mpoly_ ⚠univar_ get_ term_ coeff - fmpz_
mpoly_ ⚠univar_ get_ term_ exp_ si - fmpz_
mpoly_ ⚠univar_ init - fmpz_
mpoly_ ⚠univar_ length - fmpz_
mpoly_ ⚠univar_ print_ pretty - fmpz_
mpoly_ ⚠univar_ pseudo_ gcd - fmpz_
mpoly_ ⚠univar_ resultant - fmpz_
mpoly_ ⚠univar_ set_ coeff_ ui - fmpz_
mpoly_ ⚠univar_ swap - fmpz_
mpoly_ ⚠univar_ swap_ term_ coeff - fmpz_
mpoly_ ⚠univar_ zero - fmpz_
mpoly_ ⚠used_ vars - fmpz_
mpoly_ ⚠vec_ append - fmpz_
mpoly_ ⚠vec_ autoreduction - fmpz_
mpoly_ ⚠vec_ autoreduction_ groebner - fmpz_
mpoly_ ⚠vec_ clear - fmpz_
mpoly_ ⚠vec_ fit_ length - fmpz_
mpoly_ ⚠vec_ init - fmpz_
mpoly_ ⚠vec_ insert_ unique - fmpz_
mpoly_ ⚠vec_ is_ autoreduced - fmpz_
mpoly_ ⚠vec_ is_ groebner - fmpz_
mpoly_ ⚠vec_ print - fmpz_
mpoly_ ⚠vec_ randtest_ not_ zero - fmpz_
mpoly_ ⚠vec_ set - fmpz_
mpoly_ ⚠vec_ set_ length - fmpz_
mpoly_ ⚠vec_ set_ primitive_ unique - fmpz_
mpoly_ ⚠vec_ swap - fmpz_
mpoly_ ⚠zero - fmpz_
mpolyd_ ⚠clear - fmpz_
mpolyd_ ⚠fit_ length - fmpz_
mpolyd_ ⚠init - fmpz_
mpolyl_ ⚠content - fmpz_
mpolyl_ ⚠gcd_ brown - fmpz_
mpolyl_ ⚠gcd_ brown_ threaded_ pool - fmpz_
mpolyl_ ⚠gcd_ hensel - fmpz_
mpolyl_ ⚠gcd_ zippel - fmpz_
mpolyl_ ⚠gcd_ zippel2 - fmpz_
mpolyl_ ⚠lead_ coeff - fmpz_
mpolyv_ ⚠clear - fmpz_
mpolyv_ ⚠fit_ length - fmpz_
mpolyv_ ⚠init - fmpz_
mpolyv_ ⚠print_ pretty - fmpz_
mpolyv_ ⚠set_ coeff - fmpz_
mpolyv_ ⚠swap - fmpz_
mul ⚠ - fmpz_
mul2_ ⚠uiui - fmpz_
mul_ ⚠2exp - fmpz_
mul_ ⚠si - fmpz_
mul_ ⚠si_ tdiv_ q_ 2exp - fmpz_
mul_ ⚠tdiv_ q_ 2exp - fmpz_
mul_ ⚠ui - fmpz_
multi_ ⚠CRT - fmpz_
multi_ ⚠CRT_ clear - fmpz_
multi_ ⚠CRT_ init - fmpz_
multi_ ⚠CRT_ precomp - fmpz_
multi_ ⚠CRT_ precompute - fmpz_
multi_ ⚠CRT_ ui - fmpz_
multi_ ⚠mod_ clear - fmpz_
multi_ ⚠mod_ init - fmpz_
multi_ ⚠mod_ precomp - fmpz_
multi_ ⚠mod_ precompute - fmpz_
multi_ ⚠mod_ ui - fmpz_
ndiv_ ⚠qr - fmpz_
neg ⚠ - fmpz_
neg_ ⚠ui - fmpz_
neg_ ⚠uiui - fmpz_
negmod ⚠ - fmpz_
next_ ⚠smooth_ prime - fmpz_
nextprime ⚠ - fmpz_
one ⚠ - fmpz_
one_ ⚠2exp - fmpz_or⚠
- fmpz_
out_ ⚠raw - fmpz_
poly_ ⚠2norm - fmpz_
poly_ ⚠CLD_ bound - fmpz_
poly_ ⚠CRT_ ui - fmpz_
poly_ ⚠add - fmpz_
poly_ ⚠add_ fmpz - fmpz_
poly_ ⚠add_ series - fmpz_
poly_ ⚠add_ si - fmpz_
poly_ ⚠attach_ shift - fmpz_
poly_ ⚠attach_ truncate - fmpz_
poly_ ⚠bit_ pack - fmpz_
poly_ ⚠bit_ unpack - fmpz_
poly_ ⚠bit_ unpack_ unsigned - fmpz_
poly_ ⚠bound_ roots - fmpz_
poly_ ⚠chebyshev_ t - fmpz_
poly_ ⚠chebyshev_ u - fmpz_
poly_ ⚠clear - fmpz_
poly_ ⚠compose - fmpz_
poly_ ⚠compose_ divconquer - fmpz_
poly_ ⚠compose_ horner - fmpz_
poly_ ⚠compose_ series - fmpz_
poly_ ⚠compose_ series_ brent_ kung - fmpz_
poly_ ⚠compose_ series_ horner - fmpz_
poly_ ⚠content - fmpz_
poly_ ⚠cos_ minpoly - fmpz_
poly_ ⚠cyclotomic - fmpz_
poly_ ⚠debug - fmpz_
poly_ ⚠deflate - fmpz_
poly_ ⚠deflation - fmpz_
poly_ ⚠degree - fmpz_
poly_ ⚠derivative - fmpz_
poly_ ⚠discriminant - fmpz_
poly_ ⚠div - fmpz_
poly_ ⚠div_ basecase - fmpz_
poly_ ⚠div_ divconquer - fmpz_
poly_ ⚠div_ preinv - fmpz_
poly_ ⚠div_ root - fmpz_
poly_ ⚠div_ series - fmpz_
poly_ ⚠div_ series_ basecase - fmpz_
poly_ ⚠div_ series_ divconquer - fmpz_
poly_ ⚠divexact - fmpz_
poly_ ⚠divhigh_ smodp - fmpz_
poly_ ⚠divides - fmpz_
poly_ ⚠divlow_ smodp - fmpz_
poly_ ⚠divrem - fmpz_
poly_ ⚠divrem_ basecase - fmpz_
poly_ ⚠divrem_ divconquer - fmpz_
poly_ ⚠divrem_ preinv - fmpz_
poly_ ⚠equal - fmpz_
poly_ ⚠equal_ fmpz - fmpz_
poly_ ⚠equal_ trunc - fmpz_
poly_ ⚠eta_ qexp - fmpz_
poly_ ⚠eulerian_ polynomial - fmpz_
poly_ ⚠evaluate_ divconquer_ fmpq - fmpz_
poly_ ⚠evaluate_ divconquer_ fmpz - fmpz_
poly_ ⚠evaluate_ fmpq - fmpz_
poly_ ⚠evaluate_ fmpz - fmpz_
poly_ ⚠evaluate_ fmpz_ vec - fmpz_
poly_ ⚠evaluate_ horner_ d - fmpz_
poly_ ⚠evaluate_ horner_ d_ 2exp - fmpz_
poly_ ⚠evaluate_ horner_ d_ 2exp2 - fmpz_
poly_ ⚠evaluate_ horner_ fmpq - fmpz_
poly_ ⚠evaluate_ horner_ fmpz - fmpz_
poly_ ⚠evaluate_ mod - fmpz_
poly_ ⚠factor - fmpz_
poly_ ⚠factor_ clear - fmpz_
poly_ ⚠factor_ concat - fmpz_
poly_ ⚠factor_ fit_ length - fmpz_
poly_ ⚠factor_ get_ fmpz - fmpz_
poly_ ⚠factor_ get_ fmpz_ poly - fmpz_
poly_ ⚠factor_ init - fmpz_
poly_ ⚠factor_ init2 - fmpz_
poly_ ⚠factor_ insert - fmpz_
poly_ ⚠factor_ mignotte - fmpz_
poly_ ⚠factor_ print - fmpz_
poly_ ⚠factor_ realloc - fmpz_
poly_ ⚠factor_ set - fmpz_
poly_ ⚠factor_ squarefree - fmpz_
poly_ ⚠factor_ van_ hoeij - fmpz_
poly_ ⚠factor_ van_ hoeij_ check_ if_ solved - fmpz_
poly_ ⚠factor_ zassenhaus - fmpz_
poly_ ⚠factor_ zassenhaus_ recombination - fmpz_
poly_ ⚠factor_ zassenhaus_ recombination_ with_ prune - fmpz_
poly_ ⚠fibonacci - fmpz_
poly_ ⚠fit_ length - fmpz_
poly_ ⚠fmpz_ sub - fmpz_
poly_ ⚠fprint - fmpz_
poly_ ⚠fprint_ pretty - fmpz_
poly_ ⚠fread - fmpz_
poly_ ⚠fread_ pretty - fmpz_
poly_ ⚠gcd - fmpz_
poly_ ⚠gcd_ heuristic - fmpz_
poly_ ⚠gcd_ modular - fmpz_
poly_ ⚠gcd_ subresultant - fmpz_
poly_ ⚠get_ coeff_ fmpz - fmpz_
poly_ ⚠get_ coeff_ si - fmpz_
poly_ ⚠get_ coeff_ ui - fmpz_
poly_ ⚠get_ nmod_ poly - fmpz_
poly_ ⚠get_ str - fmpz_
poly_ ⚠get_ str_ pretty - fmpz_
poly_ ⚠height - fmpz_
poly_ ⚠hensel_ build_ tree - fmpz_
poly_ ⚠hensel_ lift - fmpz_
poly_ ⚠hensel_ lift_ once - fmpz_
poly_ ⚠hensel_ lift_ only_ inverse - fmpz_
poly_ ⚠hensel_ lift_ tree - fmpz_
poly_ ⚠hensel_ lift_ tree_ recursive - fmpz_
poly_ ⚠hensel_ lift_ without_ inverse - fmpz_
poly_ ⚠hermite_ h - fmpz_
poly_ ⚠hermite_ he - fmpz_
poly_ ⚠inflate - fmpz_
poly_ ⚠init - fmpz_
poly_ ⚠init2 - fmpz_
poly_ ⚠interpolate_ fmpz_ vec - fmpz_
poly_ ⚠inv_ series - fmpz_
poly_ ⚠inv_ series_ basecase - fmpz_
poly_ ⚠inv_ series_ newton - fmpz_
poly_ ⚠is_ cyclotomic - fmpz_
poly_ ⚠is_ gen - fmpz_
poly_ ⚠is_ one - fmpz_
poly_ ⚠is_ squarefree - fmpz_
poly_ ⚠is_ unit - fmpz_
poly_ ⚠lcm - fmpz_
poly_ ⚠legendre_ pt - fmpz_
poly_ ⚠length - fmpz_
poly_ ⚠mat_ add - fmpz_
poly_ ⚠mat_ clear - fmpz_
poly_ ⚠mat_ concat_ horizontal - fmpz_
poly_ ⚠mat_ concat_ vertical - fmpz_
poly_ ⚠mat_ det - fmpz_
poly_ ⚠mat_ det_ fflu - fmpz_
poly_ ⚠mat_ det_ interpolate - fmpz_
poly_ ⚠mat_ entry - fmpz_
poly_ ⚠mat_ equal - fmpz_
poly_ ⚠mat_ evaluate_ fmpz - fmpz_
poly_ ⚠mat_ fflu - fmpz_
poly_ ⚠mat_ find_ pivot_ any - fmpz_
poly_ ⚠mat_ find_ pivot_ partial - fmpz_
poly_ ⚠mat_ init - fmpz_
poly_ ⚠mat_ init_ set - fmpz_
poly_ ⚠mat_ inv - fmpz_
poly_ ⚠mat_ is_ empty - fmpz_
poly_ ⚠mat_ is_ one - fmpz_
poly_ ⚠mat_ is_ square - fmpz_
poly_ ⚠mat_ is_ zero - fmpz_
poly_ ⚠mat_ max_ bits - fmpz_
poly_ ⚠mat_ max_ length - fmpz_
poly_ ⚠mat_ mul - fmpz_
poly_ ⚠mat_ mul_ KS - fmpz_
poly_ ⚠mat_ mul_ classical - fmpz_
poly_ ⚠mat_ mullow - fmpz_
poly_ ⚠mat_ ncols - fmpz_
poly_ ⚠mat_ neg - fmpz_
poly_ ⚠mat_ nrows - fmpz_
poly_ ⚠mat_ nullspace - fmpz_
poly_ ⚠mat_ one - fmpz_
poly_ ⚠mat_ pow - fmpz_
poly_ ⚠mat_ pow_ trunc - fmpz_
poly_ ⚠mat_ print - fmpz_
poly_ ⚠mat_ prod - fmpz_
poly_ ⚠mat_ randtest - fmpz_
poly_ ⚠mat_ randtest_ sparse - fmpz_
poly_ ⚠mat_ randtest_ unsigned - fmpz_
poly_ ⚠mat_ rank - fmpz_
poly_ ⚠mat_ rref - fmpz_
poly_ ⚠mat_ scalar_ mul_ fmpz - fmpz_
poly_ ⚠mat_ scalar_ mul_ fmpz_ poly - fmpz_
poly_ ⚠mat_ set - fmpz_
poly_ ⚠mat_ solve - fmpz_
poly_ ⚠mat_ solve_ fflu - fmpz_
poly_ ⚠mat_ solve_ fflu_ precomp - fmpz_
poly_ ⚠mat_ sqr - fmpz_
poly_ ⚠mat_ sqr_ KS - fmpz_
poly_ ⚠mat_ sqr_ classical - fmpz_
poly_ ⚠mat_ sqrlow - fmpz_
poly_ ⚠mat_ sub - fmpz_
poly_ ⚠mat_ swap - fmpz_
poly_ ⚠mat_ swap_ entrywise - fmpz_
poly_ ⚠mat_ trace - fmpz_
poly_ ⚠mat_ transpose - fmpz_
poly_ ⚠mat_ truncate - fmpz_
poly_ ⚠mat_ window_ clear - fmpz_
poly_ ⚠mat_ window_ init - fmpz_
poly_ ⚠mat_ zero - fmpz_
poly_ ⚠max_ bits - fmpz_
poly_ ⚠max_ limbs - fmpz_
poly_ ⚠mul - fmpz_
poly_ ⚠mul_ KS - fmpz_
poly_ ⚠mul_ SS - fmpz_
poly_ ⚠mul_ SS_ precache - fmpz_
poly_ ⚠mul_ SS_ precache_ init - fmpz_
poly_ ⚠mul_ classical - fmpz_
poly_ ⚠mul_ karatsuba - fmpz_
poly_ ⚠mul_ precache_ clear - fmpz_
poly_ ⚠mulhigh_ classical - fmpz_
poly_ ⚠mulhigh_ karatsuba_ n - fmpz_
poly_ ⚠mulhigh_ n - fmpz_
poly_ ⚠mullow - fmpz_
poly_ ⚠mullow_ KS - fmpz_
poly_ ⚠mullow_ SS - fmpz_
poly_ ⚠mullow_ SS_ precache - fmpz_
poly_ ⚠mullow_ classical - fmpz_
poly_ ⚠mullow_ karatsuba_ n - fmpz_
poly_ ⚠mulmid_ classical - fmpz_
poly_ ⚠neg - fmpz_
poly_ ⚠nth_ derivative - fmpz_
poly_ ⚠num_ real_ roots - fmpz_
poly_ ⚠num_ real_ roots_ sturm - fmpz_
poly_ ⚠one - fmpz_
poly_ ⚠pfrac_ clear - fmpz_
poly_ ⚠pfrac_ init - fmpz_
poly_ ⚠pfrac_ precomp - fmpz_
poly_ ⚠pfrac_ precompute - fmpz_
poly_ ⚠pow - fmpz_
poly_ ⚠pow_ addchains - fmpz_
poly_ ⚠pow_ binexp - fmpz_
poly_ ⚠pow_ binomial - fmpz_
poly_ ⚠pow_ multinomial - fmpz_
poly_ ⚠pow_ trunc - fmpz_
poly_ ⚠power_ sums - fmpz_
poly_ ⚠power_ sums_ naive - fmpz_
poly_ ⚠power_ sums_ to_ poly - fmpz_
poly_ ⚠powers_ clear - fmpz_
poly_ ⚠powers_ precompute - fmpz_
poly_ ⚠preinvert - fmpz_
poly_ ⚠primitive_ part - fmpz_
poly_ ⚠print - fmpz_
poly_ ⚠print_ pretty - fmpz_
poly_ ⚠product_ roots_ fmpq_ vec - fmpz_
poly_ ⚠product_ roots_ fmpz_ vec - fmpz_
poly_ ⚠pseudo_ div - fmpz_
poly_ ⚠pseudo_ divrem - fmpz_
poly_ ⚠pseudo_ divrem_ basecase - fmpz_
poly_ ⚠pseudo_ divrem_ cohen - fmpz_
poly_ ⚠pseudo_ divrem_ divconquer - fmpz_
poly_ ⚠pseudo_ rem - fmpz_
poly_ ⚠pseudo_ rem_ cohen - fmpz_
poly_ ⚠q_ add - fmpz_
poly_ ⚠q_ add_ in_ place - fmpz_
poly_ ⚠q_ addmul - fmpz_
poly_ ⚠q_ canonicalise - fmpz_
poly_ ⚠q_ clear - fmpz_
poly_ ⚠q_ derivative - fmpz_
poly_ ⚠q_ div - fmpz_
poly_ ⚠q_ equal - fmpz_
poly_ ⚠q_ evaluate_ fmpq - fmpz_
poly_ ⚠q_ get_ str - fmpz_
poly_ ⚠q_ get_ str_ pretty - fmpz_
poly_ ⚠q_ init - fmpz_
poly_ ⚠q_ inv - fmpz_
poly_ ⚠q_ is_ canonical - fmpz_
poly_ ⚠q_ is_ one - fmpz_
poly_ ⚠q_ is_ zero - fmpz_
poly_ ⚠q_ mul - fmpz_
poly_ ⚠q_ neg - fmpz_
poly_ ⚠q_ one - fmpz_
poly_ ⚠q_ pow - fmpz_
poly_ ⚠q_ print - fmpz_
poly_ ⚠q_ print_ pretty - fmpz_
poly_ ⚠q_ randtest - fmpz_
poly_ ⚠q_ randtest_ not_ zero - fmpz_
poly_ ⚠q_ scalar_ div_ fmpq - fmpz_
poly_ ⚠q_ scalar_ div_ fmpz - fmpz_
poly_ ⚠q_ scalar_ div_ si - fmpz_
poly_ ⚠q_ scalar_ mul_ fmpq - fmpz_
poly_ ⚠q_ scalar_ mul_ fmpz - fmpz_
poly_ ⚠q_ scalar_ mul_ si - fmpz_
poly_ ⚠q_ set - fmpz_
poly_ ⚠q_ set_ si - fmpz_
poly_ ⚠q_ set_ str - fmpz_
poly_ ⚠q_ sub - fmpz_
poly_ ⚠q_ sub_ in_ place - fmpz_
poly_ ⚠q_ submul - fmpz_
poly_ ⚠q_ swap - fmpz_
poly_ ⚠q_ zero - fmpz_
poly_ ⚠randtest - fmpz_
poly_ ⚠randtest_ irreducible - fmpz_
poly_ ⚠randtest_ irreducible1 - fmpz_
poly_ ⚠randtest_ irreducible2 - fmpz_
poly_ ⚠randtest_ no_ real_ root - fmpz_
poly_ ⚠randtest_ not_ zero - fmpz_
poly_ ⚠randtest_ unsigned - fmpz_
poly_ ⚠read - fmpz_
poly_ ⚠read_ pretty - fmpz_
poly_ ⚠realloc - fmpz_
poly_ ⚠rem - fmpz_
poly_ ⚠rem_ basecase - fmpz_
poly_ ⚠rem_ powers_ precomp - fmpz_
poly_ ⚠remove - fmpz_
poly_ ⚠resultant - fmpz_
poly_ ⚠resultant_ euclidean - fmpz_
poly_ ⚠resultant_ modular - fmpz_
poly_ ⚠resultant_ modular_ div - fmpz_
poly_ ⚠reverse - fmpz_
poly_ ⚠revert_ series - fmpz_
poly_ ⚠scalar_ abs - fmpz_
poly_ ⚠scalar_ addmul_ fmpz - fmpz_
poly_ ⚠scalar_ addmul_ si - fmpz_
poly_ ⚠scalar_ addmul_ ui - fmpz_
poly_ ⚠scalar_ divexact_ fmpz - fmpz_
poly_ ⚠scalar_ divexact_ si - fmpz_
poly_ ⚠scalar_ divexact_ ui - fmpz_
poly_ ⚠scalar_ fdiv_ 2exp - fmpz_
poly_ ⚠scalar_ fdiv_ fmpz - fmpz_
poly_ ⚠scalar_ fdiv_ si - fmpz_
poly_ ⚠scalar_ fdiv_ ui - fmpz_
poly_ ⚠scalar_ mod_ fmpz - fmpz_
poly_ ⚠scalar_ mul_ 2exp - fmpz_
poly_ ⚠scalar_ mul_ fmpz - fmpz_
poly_ ⚠scalar_ mul_ si - fmpz_
poly_ ⚠scalar_ mul_ ui - fmpz_
poly_ ⚠scalar_ smod_ fmpz - fmpz_
poly_ ⚠scalar_ submul_ fmpz - fmpz_
poly_ ⚠scalar_ tdiv_ 2exp - fmpz_
poly_ ⚠scalar_ tdiv_ fmpz - fmpz_
poly_ ⚠scalar_ tdiv_ si - fmpz_
poly_ ⚠scalar_ tdiv_ ui - fmpz_
poly_ ⚠set - fmpz_
poly_ ⚠set_ coeff_ fmpz - fmpz_
poly_ ⚠set_ coeff_ si - fmpz_
poly_ ⚠set_ coeff_ ui - fmpz_
poly_ ⚠set_ fmpz - fmpz_
poly_ ⚠set_ nmod_ poly - fmpz_
poly_ ⚠set_ nmod_ poly_ unsigned - fmpz_
poly_ ⚠set_ si - fmpz_
poly_ ⚠set_ str - fmpz_
poly_ ⚠set_ trunc - fmpz_
poly_ ⚠set_ ui - fmpz_
poly_ ⚠shift_ left - fmpz_
poly_ ⚠shift_ right - fmpz_
poly_ ⚠si_ sub - fmpz_
poly_ ⚠signature - fmpz_
poly_ ⚠sqr - fmpz_
poly_ ⚠sqr_ KS - fmpz_
poly_ ⚠sqr_ classical - fmpz_
poly_ ⚠sqr_ karatsuba - fmpz_
poly_ ⚠sqrlow - fmpz_
poly_ ⚠sqrlow_ KS - fmpz_
poly_ ⚠sqrlow_ classical - fmpz_
poly_ ⚠sqrlow_ karatsuba_ n - fmpz_
poly_ ⚠sqrt - fmpz_
poly_ ⚠sqrt_ KS - fmpz_
poly_ ⚠sqrt_ classical - fmpz_
poly_ ⚠sqrt_ divconquer - fmpz_
poly_ ⚠sqrt_ series - fmpz_
poly_ ⚠sqrtrem_ classical - fmpz_
poly_ ⚠sqrtrem_ divconquer - fmpz_
poly_ ⚠sub - fmpz_
poly_ ⚠sub_ fmpz - fmpz_
poly_ ⚠sub_ series - fmpz_
poly_ ⚠sub_ si - fmpz_
poly_ ⚠swap - fmpz_
poly_ ⚠swinnerton_ dyer - fmpz_
poly_ ⚠taylor_ shift - fmpz_
poly_ ⚠taylor_ shift_ divconquer - fmpz_
poly_ ⚠taylor_ shift_ horner - fmpz_
poly_ ⚠taylor_ shift_ multi_ mod - fmpz_
poly_ ⚠theta_ qexp - fmpz_
poly_ ⚠truncate - fmpz_
poly_ ⚠xgcd - fmpz_
poly_ ⚠xgcd_ modular - fmpz_
poly_ ⚠zero - fmpz_
poly_ ⚠zero_ coeffs - fmpz_
popcnt ⚠ - fmpz_
pow_ ⚠cache_ clear - fmpz_
pow_ ⚠cache_ init - fmpz_
pow_ ⚠cache_ mulpow_ fmpz - fmpz_
pow_ ⚠cache_ mulpow_ ui - fmpz_
pow_ ⚠fmpz - fmpz_
pow_ ⚠ui - fmpz_
powm ⚠ - fmpz_
powm_ ⚠ui - fmpz_
preinvn_ ⚠clear - fmpz_
preinvn_ ⚠init - fmpz_
primorial ⚠ - fmpz_
print ⚠ - fmpz_
randbits ⚠ - fmpz_
randbits_ ⚠unsigned - fmpz_
randm ⚠ - fmpz_
randprime ⚠ - fmpz_
randtest ⚠ - fmpz_
randtest_ ⚠mod - fmpz_
randtest_ ⚠mod_ signed - fmpz_
randtest_ ⚠not_ zero - fmpz_
randtest_ ⚠unsigned - fmpz_
read ⚠ - fmpz_
remove ⚠ - fmpz_
rfac_ ⚠ui - fmpz_
rfac_ ⚠uiui - fmpz_
root ⚠ - fmpz_
set ⚠ - fmpz_
set_ ⚠d - fmpz_
set_ ⚠d_ 2exp - fmpz_
set_ ⚠mpf - fmpz_
set_ ⚠mpn_ large - fmpz_
set_ ⚠mpz - fmpz_
set_ ⚠si - fmpz_
set_ ⚠signed_ ui_ array - fmpz_
set_ ⚠signed_ uiui - fmpz_
set_ ⚠signed_ uiuiui - fmpz_
set_ ⚠str - fmpz_
set_ ⚠ui - fmpz_
set_ ⚠ui_ array - fmpz_
set_ ⚠ui_ smod - fmpz_
set_ ⚠uiui - fmpz_
setbit ⚠ - fmpz_
sgn ⚠ - fmpz_
size ⚠ - fmpz_
sizeinbase ⚠ - fmpz_
smod ⚠ - fmpz_
sqrt ⚠ - fmpz_
sqrtmod ⚠ - fmpz_
sqrtrem ⚠ - fmpz_
sub ⚠ - fmpz_
sub_ ⚠si - fmpz_
sub_ ⚠si_ inline - fmpz_
sub_ ⚠ui - fmpz_
submul ⚠ - fmpz_
submul_ ⚠si - fmpz_
submul_ ⚠ui - fmpz_
swap ⚠ - fmpz_
tdiv_ ⚠q - fmpz_
tdiv_ ⚠q_ 2exp - fmpz_
tdiv_ ⚠q_ si - fmpz_
tdiv_ ⚠q_ ui - fmpz_
tdiv_ ⚠qr - fmpz_
tdiv_ ⚠r_ 2exp - fmpz_
tdiv_ ⚠ui - fmpz_
tpoly_ ⚠clear - fmpz_
tpoly_ ⚠fit_ length - fmpz_
tpoly_ ⚠init - fmpz_
tpoly_ ⚠swap - fmpz_
tstbit ⚠ - fmpz_
ui_ ⚠mul_ ui - fmpz_
ui_ ⚠pow_ ui - fmpz_
val2 ⚠ - fmpz_
xgcd ⚠ - fmpz_
xgcd_ ⚠canonical_ bezout - fmpz_
xgcd_ ⚠partial - fmpz_
xor ⚠ - fmpz_
zero ⚠ - fmpzi_
add ⚠ - fmpzi_
bits ⚠ - fmpzi_
canonical_ ⚠unit_ i_ pow - fmpzi_
canonicalise_ ⚠unit - fmpzi_
clear ⚠ - fmpzi_
conj ⚠ - fmpzi_
div_ ⚠i - fmpzi_
divexact ⚠ - fmpzi_
divrem ⚠ - fmpzi_
divrem_ ⚠approx - fmpzi_
equal ⚠ - fmpzi_
gcd ⚠ - fmpzi_
gcd_ ⚠binary - fmpzi_
gcd_ ⚠euclidean - fmpzi_
gcd_ ⚠euclidean_ improved - fmpzi_
gcd_ ⚠shortest - fmpzi_
init ⚠ - fmpzi_
is_ ⚠one - fmpzi_
is_ ⚠prime - fmpzi_
is_ ⚠probabprime - fmpzi_
is_ ⚠unit - fmpzi_
is_ ⚠zero - fmpzi_
mul ⚠ - fmpzi_
mul_ ⚠i - fmpzi_
mul_ ⚠i_ pow_ si - fmpzi_
neg ⚠ - fmpzi_
norm ⚠ - fmpzi_
one ⚠ - fmpzi_
pow_ ⚠ui - fmpzi_
print ⚠ - fmpzi_
randtest ⚠ - fmpzi_
remove_ ⚠one_ plus_ i - fmpzi_
set ⚠ - fmpzi_
set_ ⚠si_ si - fmpzi_
sqr ⚠ - fmpzi_
sub ⚠ - fmpzi_
swap ⚠ - fmpzi_
zero ⚠ - fq_add⚠
- fq_
bit_ ⚠pack - fq_
bit_ ⚠unpack - fq_
clear ⚠ - fq_
ctx_ ⚠clear - fq_
ctx_ ⚠degree - fq_
ctx_ ⚠fprint - fq_
ctx_ ⚠init - fq_
ctx_ ⚠init_ conway - fq_
ctx_ ⚠init_ conway_ ui - fq_
ctx_ ⚠init_ modulus - fq_
ctx_ ⚠init_ randtest - fq_
ctx_ ⚠init_ randtest_ reducible - fq_
ctx_ ⚠modulus - fq_
ctx_ ⚠order - fq_
ctx_ ⚠prime - fq_
ctx_ ⚠print - fq_
default_ ⚠add - fq_
default_ ⚠clear - fq_
default_ ⚠ctx_ clear - fq_
default_ ⚠ctx_ degree - fq_
default_ ⚠ctx_ fprint - fq_
default_ ⚠ctx_ init - fq_
default_ ⚠ctx_ init_ modulus - fq_
default_ ⚠ctx_ init_ modulus_ nmod - fq_
default_ ⚠ctx_ init_ modulus_ nmod_ type - fq_
default_ ⚠ctx_ init_ modulus_ type - fq_
default_ ⚠ctx_ init_ randtest - fq_
default_ ⚠ctx_ init_ type - fq_
default_ ⚠ctx_ inner - fq_
default_ ⚠ctx_ modulus - fq_
default_ ⚠ctx_ order - fq_
default_ ⚠ctx_ prime - fq_
default_ ⚠ctx_ print - fq_
default_ ⚠ctx_ type - fq_
default_ ⚠div - fq_
default_ ⚠equal - fq_
default_ ⚠fprint - fq_
default_ ⚠fprint_ pretty - fq_
default_ ⚠frobenius - fq_
default_ ⚠gen - fq_
default_ ⚠get_ coeff_ fmpz - fq_
default_ ⚠get_ fmpz - fq_
default_ ⚠get_ fmpz_ mod_ poly - fq_
default_ ⚠get_ fmpz_ poly - fq_
default_ ⚠get_ nmod_ poly - fq_
default_ ⚠get_ str - fq_
default_ ⚠get_ str_ pretty - fq_
default_ ⚠init - fq_
default_ ⚠init2 - fq_
default_ ⚠inv - fq_
default_ ⚠is_ invertible - fq_
default_ ⚠is_ one - fq_
default_ ⚠is_ square - fq_
default_ ⚠is_ zero - fq_
default_ ⚠mat_ add - fq_
default_ ⚠mat_ can_ solve - fq_
default_ ⚠mat_ charpoly - fq_
default_ ⚠mat_ clear - fq_
default_ ⚠mat_ concat_ horizontal - fq_
default_ ⚠mat_ concat_ vertical - fq_
default_ ⚠mat_ entry - fq_
default_ ⚠mat_ entry_ set - fq_
default_ ⚠mat_ entry_ set_ fmpz - fq_
default_ ⚠mat_ equal - fq_
default_ ⚠mat_ fprint - fq_
default_ ⚠mat_ fprint_ pretty - fq_
default_ ⚠mat_ init - fq_
default_ ⚠mat_ init_ set - fq_
default_ ⚠mat_ inv - fq_
default_ ⚠mat_ invert_ cols - fq_
default_ ⚠mat_ invert_ rows - fq_
default_ ⚠mat_ is_ empty - fq_
default_ ⚠mat_ is_ one - fq_
default_ ⚠mat_ is_ square - fq_
default_ ⚠mat_ is_ zero - fq_
default_ ⚠mat_ lu - fq_
default_ ⚠mat_ minpoly - fq_
default_ ⚠mat_ mul - fq_
default_ ⚠mat_ ncols - fq_
default_ ⚠mat_ neg - fq_
default_ ⚠mat_ nrows - fq_
default_ ⚠mat_ nullspace - fq_
default_ ⚠mat_ one - fq_
default_ ⚠mat_ print - fq_
default_ ⚠mat_ print_ pretty - fq_
default_ ⚠mat_ randops - fq_
default_ ⚠mat_ randrank - fq_
default_ ⚠mat_ randtest - fq_
default_ ⚠mat_ randtril - fq_
default_ ⚠mat_ randtriu - fq_
default_ ⚠mat_ rank - fq_
default_ ⚠mat_ rref - fq_
default_ ⚠mat_ set - fq_
default_ ⚠mat_ set_ fmpz_ mat - fq_
default_ ⚠mat_ set_ fmpz_ mod_ mat - fq_
default_ ⚠mat_ set_ nmod_ mat - fq_
default_ ⚠mat_ similarity - fq_
default_ ⚠mat_ solve - fq_
default_ ⚠mat_ solve_ tril - fq_
default_ ⚠mat_ solve_ triu - fq_
default_ ⚠mat_ sub - fq_
default_ ⚠mat_ submul - fq_
default_ ⚠mat_ swap - fq_
default_ ⚠mat_ swap_ cols - fq_
default_ ⚠mat_ swap_ rows - fq_
default_ ⚠mat_ window_ clear - fq_
default_ ⚠mat_ window_ init - fq_
default_ ⚠mat_ zero - fq_
default_ ⚠mul - fq_
default_ ⚠mul_ fmpz - fq_
default_ ⚠mul_ si - fq_
default_ ⚠mul_ ui - fq_
default_ ⚠neg - fq_
default_ ⚠norm - fq_
default_ ⚠one - fq_
default_ ⚠poly_ add - fq_
default_ ⚠poly_ add_ series - fq_
default_ ⚠poly_ add_ si - fq_
default_ ⚠poly_ clear - fq_
default_ ⚠poly_ compose - fq_
default_ ⚠poly_ compose_ mod - fq_
default_ ⚠poly_ deflate - fq_
default_ ⚠poly_ deflation - fq_
default_ ⚠poly_ degree - fq_
default_ ⚠poly_ derivative - fq_
default_ ⚠poly_ div_ series - fq_
default_ ⚠poly_ divides - fq_
default_ ⚠poly_ divrem - fq_
default_ ⚠poly_ equal - fq_
default_ ⚠poly_ equal_ fq_ default - fq_
default_ ⚠poly_ equal_ trunc - fq_
default_ ⚠poly_ evaluate_ fq_ default - fq_
default_ ⚠poly_ factor - fq_
default_ ⚠poly_ factor_ clear - fq_
default_ ⚠poly_ factor_ concat - fq_
default_ ⚠poly_ factor_ distinct_ deg - fq_
default_ ⚠poly_ factor_ equal_ deg - fq_
default_ ⚠poly_ factor_ exp - fq_
default_ ⚠poly_ factor_ fit_ length - fq_
default_ ⚠poly_ factor_ get_ poly - fq_
default_ ⚠poly_ factor_ init - fq_
default_ ⚠poly_ factor_ insert - fq_
default_ ⚠poly_ factor_ length - fq_
default_ ⚠poly_ factor_ pow - fq_
default_ ⚠poly_ factor_ print - fq_
default_ ⚠poly_ factor_ print_ pretty - fq_
default_ ⚠poly_ factor_ realloc - fq_
default_ ⚠poly_ factor_ set - fq_
default_ ⚠poly_ factor_ split_ single - fq_
default_ ⚠poly_ factor_ squarefree - fq_
default_ ⚠poly_ fit_ length - fq_
default_ ⚠poly_ fprint - fq_
default_ ⚠poly_ fprint_ pretty - fq_
default_ ⚠poly_ gcd - fq_
default_ ⚠poly_ gen - fq_
default_ ⚠poly_ get_ coeff - fq_
default_ ⚠poly_ get_ str - fq_
default_ ⚠poly_ get_ str_ pretty - fq_
default_ ⚠poly_ hamming_ weight - fq_
default_ ⚠poly_ inflate - fq_
default_ ⚠poly_ init - fq_
default_ ⚠poly_ init2 - fq_
default_ ⚠poly_ inv_ series - fq_
default_ ⚠poly_ invsqrt_ series - fq_
default_ ⚠poly_ is_ gen - fq_
default_ ⚠poly_ is_ irreducible - fq_
default_ ⚠poly_ is_ one - fq_
default_ ⚠poly_ is_ squarefree - fq_
default_ ⚠poly_ is_ unit - fq_
default_ ⚠poly_ is_ zero - fq_
default_ ⚠poly_ length - fq_
default_ ⚠poly_ make_ monic - fq_
default_ ⚠poly_ mul - fq_
default_ ⚠poly_ mulhigh - fq_
default_ ⚠poly_ mullow - fq_
default_ ⚠poly_ mulmod - fq_
default_ ⚠poly_ neg - fq_
default_ ⚠poly_ one - fq_
default_ ⚠poly_ pow - fq_
default_ ⚠poly_ pow_ trunc - fq_
default_ ⚠poly_ powmod_ fmpz_ binexp - fq_
default_ ⚠poly_ powmod_ ui_ binexp - fq_
default_ ⚠poly_ print - fq_
default_ ⚠poly_ print_ pretty - fq_
default_ ⚠poly_ randtest - fq_
default_ ⚠poly_ randtest_ irreducible - fq_
default_ ⚠poly_ randtest_ monic - fq_
default_ ⚠poly_ randtest_ not_ zero - fq_
default_ ⚠poly_ realloc - fq_
default_ ⚠poly_ rem - fq_
default_ ⚠poly_ remove - fq_
default_ ⚠poly_ reverse - fq_
default_ ⚠poly_ roots - fq_
default_ ⚠poly_ scalar_ addmul_ fq_ default - fq_
default_ ⚠poly_ scalar_ div_ fq_ default - fq_
default_ ⚠poly_ scalar_ mul_ fq_ default - fq_
default_ ⚠poly_ scalar_ submul_ fq_ default - fq_
default_ ⚠poly_ set - fq_
default_ ⚠poly_ set_ coeff - fq_
default_ ⚠poly_ set_ coeff_ fmpz - fq_
default_ ⚠poly_ set_ fmpz_ mod_ poly - fq_
default_ ⚠poly_ set_ fmpz_ poly - fq_
default_ ⚠poly_ set_ fq_ default - fq_
default_ ⚠poly_ set_ nmod_ poly - fq_
default_ ⚠poly_ set_ trunc - fq_
default_ ⚠poly_ shift_ left - fq_
default_ ⚠poly_ shift_ right - fq_
default_ ⚠poly_ sqr - fq_
default_ ⚠poly_ sqrt - fq_
default_ ⚠poly_ sqrt_ series - fq_
default_ ⚠poly_ sub - fq_
default_ ⚠poly_ sub_ series - fq_
default_ ⚠poly_ swap - fq_
default_ ⚠poly_ truncate - fq_
default_ ⚠poly_ xgcd - fq_
default_ ⚠poly_ zero - fq_
default_ ⚠pow - fq_
default_ ⚠pow_ ui - fq_
default_ ⚠print - fq_
default_ ⚠print_ pretty - fq_
default_ ⚠pth_ root - fq_
default_ ⚠rand - fq_
default_ ⚠rand_ not_ zero - fq_
default_ ⚠randtest - fq_
default_ ⚠randtest_ not_ zero - fq_
default_ ⚠set - fq_
default_ ⚠set_ fmpz - fq_
default_ ⚠set_ fmpz_ mod_ poly - fq_
default_ ⚠set_ fmpz_ poly - fq_
default_ ⚠set_ nmod_ poly - fq_
default_ ⚠set_ si - fq_
default_ ⚠set_ ui - fq_
default_ ⚠sqr - fq_
default_ ⚠sqrt - fq_
default_ ⚠sub - fq_
default_ ⚠sub_ one - fq_
default_ ⚠swap - fq_
default_ ⚠trace - fq_
default_ ⚠zero - fq_div⚠
- fq_
embed_ ⚠composition_ matrix - fq_
embed_ ⚠composition_ matrix_ sub - fq_
embed_ ⚠dual_ to_ mono_ matrix - fq_
embed_ ⚠gens - fq_
embed_ ⚠matrices - fq_
embed_ ⚠mono_ to_ dual_ matrix - fq_
embed_ ⚠mul_ matrix - fq_
embed_ ⚠trace_ matrix - fq_
equal ⚠ - fq_
fprint ⚠ - fq_
fprint_ ⚠pretty - fq_
frobenius ⚠ - fq_
gcdinv ⚠ - fq_gen⚠
- fq_
get_ ⚠fmpz - fq_
get_ ⚠fmpz_ mod_ mat - fq_
get_ ⚠fmpz_ mod_ poly - fq_
get_ ⚠fmpz_ poly - fq_
get_ ⚠str - fq_
get_ ⚠str_ pretty - fq_init⚠
- fq_
init2 ⚠ - fq_inv⚠
- fq_
is_ ⚠invertible - fq_
is_ ⚠invertible_ f - fq_
is_ ⚠one - fq_
is_ ⚠primitive - fq_
is_ ⚠square - fq_
is_ ⚠zero - fq_
mat_ ⚠add - fq_
mat_ ⚠can_ solve - fq_
mat_ ⚠charpoly - fq_
mat_ ⚠charpoly_ danilevsky - fq_
mat_ ⚠clear - fq_
mat_ ⚠concat_ horizontal - fq_
mat_ ⚠concat_ vertical - fq_
mat_ ⚠entry - fq_
mat_ ⚠entry_ set - fq_
mat_ ⚠equal - fq_
mat_ ⚠fprint - fq_
mat_ ⚠fprint_ pretty - fq_
mat_ ⚠init - fq_
mat_ ⚠init_ set - fq_
mat_ ⚠inv - fq_
mat_ ⚠invert_ cols - fq_
mat_ ⚠invert_ rows - fq_
mat_ ⚠is_ empty - fq_
mat_ ⚠is_ one - fq_
mat_ ⚠is_ square - fq_
mat_ ⚠is_ zero - fq_
mat_ ⚠lu - fq_
mat_ ⚠lu_ classical - fq_
mat_ ⚠lu_ recursive - fq_
mat_ ⚠minpoly - fq_
mat_ ⚠mul - fq_
mat_ ⚠mul_ KS - fq_
mat_ ⚠mul_ classical - fq_
mat_ ⚠mul_ vec - fq_
mat_ ⚠mul_ vec_ ptr - fq_
mat_ ⚠ncols - fq_
mat_ ⚠neg - fq_
mat_ ⚠nrows - fq_
mat_ ⚠nullspace - fq_
mat_ ⚠one - fq_
mat_ ⚠print - fq_
mat_ ⚠print_ pretty - fq_
mat_ ⚠randops - fq_
mat_ ⚠randpermdiag - fq_
mat_ ⚠randrank - fq_
mat_ ⚠randtest - fq_
mat_ ⚠randtril - fq_
mat_ ⚠randtriu - fq_
mat_ ⚠rank - fq_
mat_ ⚠reduce_ row - fq_
mat_ ⚠rref - fq_
mat_ ⚠set - fq_
mat_ ⚠set_ fmpz_ mod_ mat - fq_
mat_ ⚠set_ nmod_ mat - fq_
mat_ ⚠similarity - fq_
mat_ ⚠solve - fq_
mat_ ⚠solve_ tril - fq_
mat_ ⚠solve_ tril_ classical - fq_
mat_ ⚠solve_ tril_ recursive - fq_
mat_ ⚠solve_ triu - fq_
mat_ ⚠solve_ triu_ classical - fq_
mat_ ⚠solve_ triu_ recursive - fq_
mat_ ⚠sub - fq_
mat_ ⚠submul - fq_
mat_ ⚠swap - fq_
mat_ ⚠swap_ cols - fq_
mat_ ⚠swap_ entrywise - fq_
mat_ ⚠swap_ rows - fq_
mat_ ⚠vec_ mul - fq_
mat_ ⚠vec_ mul_ ptr - fq_
mat_ ⚠window_ clear - fq_
mat_ ⚠window_ init - fq_
mat_ ⚠zero - fq_
modulus_ ⚠derivative_ inv - fq_
modulus_ ⚠pow_ series_ inv - fq_mul⚠
- fq_
mul_ ⚠fmpz - fq_
mul_ ⚠si - fq_
mul_ ⚠ui - fq_
multiplicative_ ⚠order - fq_neg⚠
- fq_
nmod_ ⚠add - fq_
nmod_ ⚠bit_ pack - fq_
nmod_ ⚠bit_ unpack - fq_
nmod_ ⚠clear - fq_
nmod_ ⚠cmp - fq_
nmod_ ⚠ctx_ clear - fq_
nmod_ ⚠ctx_ degree - fq_
nmod_ ⚠ctx_ fprint - fq_
nmod_ ⚠ctx_ init - fq_
nmod_ ⚠ctx_ init_ conway - fq_
nmod_ ⚠ctx_ init_ conway_ ui - fq_
nmod_ ⚠ctx_ init_ modulus - fq_
nmod_ ⚠ctx_ init_ randtest - fq_
nmod_ ⚠ctx_ init_ randtest_ reducible - fq_
nmod_ ⚠ctx_ init_ ui - fq_
nmod_ ⚠ctx_ mod - fq_
nmod_ ⚠ctx_ modulus - fq_
nmod_ ⚠ctx_ order - fq_
nmod_ ⚠ctx_ prime - fq_
nmod_ ⚠ctx_ print - fq_
nmod_ ⚠div - fq_
nmod_ ⚠embed_ composition_ matrix - fq_
nmod_ ⚠embed_ composition_ matrix_ sub - fq_
nmod_ ⚠embed_ dual_ to_ mono_ matrix - fq_
nmod_ ⚠embed_ gens - fq_
nmod_ ⚠embed_ matrices - fq_
nmod_ ⚠embed_ mono_ to_ dual_ matrix - fq_
nmod_ ⚠embed_ mul_ matrix - fq_
nmod_ ⚠embed_ trace_ matrix - fq_
nmod_ ⚠equal - fq_
nmod_ ⚠fprint - fq_
nmod_ ⚠fprint_ pretty - fq_
nmod_ ⚠frobenius - fq_
nmod_ ⚠gcdinv - fq_
nmod_ ⚠gen - fq_
nmod_ ⚠get_ fmpz - fq_
nmod_ ⚠get_ nmod_ mat - fq_
nmod_ ⚠get_ nmod_ poly - fq_
nmod_ ⚠get_ str - fq_
nmod_ ⚠get_ str_ pretty - fq_
nmod_ ⚠init - fq_
nmod_ ⚠init2 - fq_
nmod_ ⚠inv - fq_
nmod_ ⚠is_ invertible - fq_
nmod_ ⚠is_ invertible_ f - fq_
nmod_ ⚠is_ one - fq_
nmod_ ⚠is_ primitive - fq_
nmod_ ⚠is_ square - fq_
nmod_ ⚠is_ zero - fq_
nmod_ ⚠mat_ add - fq_
nmod_ ⚠mat_ can_ solve - fq_
nmod_ ⚠mat_ charpoly - fq_
nmod_ ⚠mat_ charpoly_ danilevsky - fq_
nmod_ ⚠mat_ clear - fq_
nmod_ ⚠mat_ concat_ horizontal - fq_
nmod_ ⚠mat_ concat_ vertical - fq_
nmod_ ⚠mat_ entry - fq_
nmod_ ⚠mat_ entry_ set - fq_
nmod_ ⚠mat_ equal - fq_
nmod_ ⚠mat_ fprint - fq_
nmod_ ⚠mat_ fprint_ pretty - fq_
nmod_ ⚠mat_ init - fq_
nmod_ ⚠mat_ init_ set - fq_
nmod_ ⚠mat_ inv - fq_
nmod_ ⚠mat_ invert_ cols - fq_
nmod_ ⚠mat_ invert_ rows - fq_
nmod_ ⚠mat_ is_ empty - fq_
nmod_ ⚠mat_ is_ one - fq_
nmod_ ⚠mat_ is_ square - fq_
nmod_ ⚠mat_ is_ zero - fq_
nmod_ ⚠mat_ lu - fq_
nmod_ ⚠mat_ lu_ classical - fq_
nmod_ ⚠mat_ lu_ recursive - fq_
nmod_ ⚠mat_ minpoly - fq_
nmod_ ⚠mat_ mul - fq_
nmod_ ⚠mat_ mul_ KS - fq_
nmod_ ⚠mat_ mul_ classical - fq_
nmod_ ⚠mat_ mul_ vec - fq_
nmod_ ⚠mat_ mul_ vec_ ptr - fq_
nmod_ ⚠mat_ ncols - fq_
nmod_ ⚠mat_ neg - fq_
nmod_ ⚠mat_ nrows - fq_
nmod_ ⚠mat_ nullspace - fq_
nmod_ ⚠mat_ one - fq_
nmod_ ⚠mat_ print - fq_
nmod_ ⚠mat_ print_ pretty - fq_
nmod_ ⚠mat_ randops - fq_
nmod_ ⚠mat_ randpermdiag - fq_
nmod_ ⚠mat_ randrank - fq_
nmod_ ⚠mat_ randtest - fq_
nmod_ ⚠mat_ randtril - fq_
nmod_ ⚠mat_ randtriu - fq_
nmod_ ⚠mat_ rank - fq_
nmod_ ⚠mat_ reduce_ row - fq_
nmod_ ⚠mat_ rref - fq_
nmod_ ⚠mat_ set - fq_
nmod_ ⚠mat_ set_ fmpz_ mod_ mat - fq_
nmod_ ⚠mat_ set_ nmod_ mat - fq_
nmod_ ⚠mat_ similarity - fq_
nmod_ ⚠mat_ solve - fq_
nmod_ ⚠mat_ solve_ tril - fq_
nmod_ ⚠mat_ solve_ tril_ classical - fq_
nmod_ ⚠mat_ solve_ tril_ recursive - fq_
nmod_ ⚠mat_ solve_ triu - fq_
nmod_ ⚠mat_ solve_ triu_ classical - fq_
nmod_ ⚠mat_ solve_ triu_ recursive - fq_
nmod_ ⚠mat_ sub - fq_
nmod_ ⚠mat_ submul - fq_
nmod_ ⚠mat_ swap - fq_
nmod_ ⚠mat_ swap_ cols - fq_
nmod_ ⚠mat_ swap_ entrywise - fq_
nmod_ ⚠mat_ swap_ rows - fq_
nmod_ ⚠mat_ vec_ mul - fq_
nmod_ ⚠mat_ vec_ mul_ ptr - fq_
nmod_ ⚠mat_ window_ clear - fq_
nmod_ ⚠mat_ window_ init - fq_
nmod_ ⚠mat_ zero - fq_
nmod_ ⚠modulus_ derivative_ inv - fq_
nmod_ ⚠modulus_ pow_ series_ inv - fq_
nmod_ ⚠mpoly_ add - fq_
nmod_ ⚠mpoly_ add_ fq_ nmod - fq_
nmod_ ⚠mpoly_ add_ n_ fq - fq_
nmod_ ⚠mpoly_ assert_ canonical - fq_
nmod_ ⚠mpoly_ clear - fq_
nmod_ ⚠mpoly_ cmp - fq_
nmod_ ⚠mpoly_ combine_ like_ terms - fq_
nmod_ ⚠mpoly_ compose_ fq_ nmod_ mpoly - fq_
nmod_ ⚠mpoly_ compose_ fq_ nmod_ mpoly_ gen - fq_
nmod_ ⚠mpoly_ compose_ fq_ nmod_ mpoly_ geobucket - fq_
nmod_ ⚠mpoly_ compose_ fq_ nmod_ mpoly_ horner - fq_
nmod_ ⚠mpoly_ compose_ fq_ nmod_ poly - fq_
nmod_ ⚠mpoly_ compression_ do - fq_
nmod_ ⚠mpoly_ compression_ undo - fq_
nmod_ ⚠mpoly_ content_ vars - fq_
nmod_ ⚠mpoly_ ctx_ change_ modulus - fq_
nmod_ ⚠mpoly_ ctx_ clear - fq_
nmod_ ⚠mpoly_ ctx_ init - fq_
nmod_ ⚠mpoly_ ctx_ init_ deg - fq_
nmod_ ⚠mpoly_ ctx_ init_ rand - fq_
nmod_ ⚠mpoly_ ctx_ nvars - fq_
nmod_ ⚠mpoly_ ctx_ ord - fq_
nmod_ ⚠mpoly_ cvtfrom_ mpolyn - fq_
nmod_ ⚠mpoly_ cvtto_ mpolyn - fq_
nmod_ ⚠mpoly_ deflate - fq_
nmod_ ⚠mpoly_ deflation - fq_
nmod_ ⚠mpoly_ degree_ fmpz - fq_
nmod_ ⚠mpoly_ degree_ si - fq_
nmod_ ⚠mpoly_ degrees_ fit_ si - fq_
nmod_ ⚠mpoly_ degrees_ fmpz - fq_
nmod_ ⚠mpoly_ degrees_ si - fq_
nmod_ ⚠mpoly_ derivative - fq_
nmod_ ⚠mpoly_ discriminant - fq_
nmod_ ⚠mpoly_ div - fq_
nmod_ ⚠mpoly_ div_ monagan_ pearce - fq_
nmod_ ⚠mpoly_ divexact - fq_
nmod_ ⚠mpoly_ divides - fq_
nmod_ ⚠mpoly_ divides_ monagan_ pearce - fq_
nmod_ ⚠mpoly_ divrem - fq_
nmod_ ⚠mpoly_ divrem_ ideal - fq_
nmod_ ⚠mpoly_ divrem_ ideal_ monagan_ pearce - fq_
nmod_ ⚠mpoly_ divrem_ monagan_ pearce - fq_
nmod_ ⚠mpoly_ equal - fq_
nmod_ ⚠mpoly_ equal_ fq_ nmod - fq_
nmod_ ⚠mpoly_ evaluate_ all_ fq_ nmod - fq_
nmod_ ⚠mpoly_ evaluate_ one_ fq_ nmod - fq_
nmod_ ⚠mpoly_ factor - fq_
nmod_ ⚠mpoly_ factor_ algo - fq_
nmod_ ⚠mpoly_ factor_ append_ fmpz - fq_
nmod_ ⚠mpoly_ factor_ append_ ui - fq_
nmod_ ⚠mpoly_ factor_ clear - fq_
nmod_ ⚠mpoly_ factor_ cmp - fq_
nmod_ ⚠mpoly_ factor_ content - fq_
nmod_ ⚠mpoly_ factor_ expand - fq_
nmod_ ⚠mpoly_ factor_ fit_ length - fq_
nmod_ ⚠mpoly_ factor_ get_ base - fq_
nmod_ ⚠mpoly_ factor_ get_ constant_ fq_ nmod - fq_
nmod_ ⚠mpoly_ factor_ get_ exp_ si - fq_
nmod_ ⚠mpoly_ factor_ init - fq_
nmod_ ⚠mpoly_ factor_ irred_ lgprime_ wang - fq_
nmod_ ⚠mpoly_ factor_ irred_ lgprime_ zassenhaus - fq_
nmod_ ⚠mpoly_ factor_ irred_ lgprime_ zippel - fq_
nmod_ ⚠mpoly_ factor_ irred_ smprime_ wang - fq_
nmod_ ⚠mpoly_ factor_ irred_ smprime_ zassenhaus - fq_
nmod_ ⚠mpoly_ factor_ irred_ smprime_ zippel - fq_
nmod_ ⚠mpoly_ factor_ lcc_ wang - fq_
nmod_ ⚠mpoly_ factor_ length - fq_
nmod_ ⚠mpoly_ factor_ matches - fq_
nmod_ ⚠mpoly_ factor_ one - fq_
nmod_ ⚠mpoly_ factor_ print_ pretty - fq_
nmod_ ⚠mpoly_ factor_ realloc - fq_
nmod_ ⚠mpoly_ factor_ separable - fq_
nmod_ ⚠mpoly_ factor_ set - fq_
nmod_ ⚠mpoly_ factor_ sort - fq_
nmod_ ⚠mpoly_ factor_ squarefree - fq_
nmod_ ⚠mpoly_ factor_ swap - fq_
nmod_ ⚠mpoly_ factor_ swap_ base - fq_
nmod_ ⚠mpoly_ factor_ wang - fq_
nmod_ ⚠mpoly_ factor_ zassenhaus - fq_
nmod_ ⚠mpoly_ factor_ zippel - fq_
nmod_ ⚠mpoly_ fit_ length - fq_
nmod_ ⚠mpoly_ fit_ length_ fit_ bits - fq_
nmod_ ⚠mpoly_ fit_ length_ reset_ bits - fq_
nmod_ ⚠mpoly_ fprint_ pretty - fq_
nmod_ ⚠mpoly_ from_ mpolyl_ perm_ inflate - fq_
nmod_ ⚠mpoly_ from_ mpolyn_ perm_ inflate - fq_
nmod_ ⚠mpoly_ from_ mpolyu_ perm_ inflate - fq_
nmod_ ⚠mpoly_ from_ mpolyv - fq_
nmod_ ⚠mpoly_ from_ univar - fq_
nmod_ ⚠mpoly_ gcd - fq_
nmod_ ⚠mpoly_ gcd_ brown - fq_
nmod_ ⚠mpoly_ gcd_ cofactors - fq_
nmod_ ⚠mpoly_ gcd_ hensel - fq_
nmod_ ⚠mpoly_ gcd_ zippel - fq_
nmod_ ⚠mpoly_ gcd_ zippel2 - fq_
nmod_ ⚠mpoly_ gen - fq_
nmod_ ⚠mpoly_ geobucket_ add - fq_
nmod_ ⚠mpoly_ geobucket_ clear - fq_
nmod_ ⚠mpoly_ geobucket_ empty - fq_
nmod_ ⚠mpoly_ geobucket_ fit_ length - fq_
nmod_ ⚠mpoly_ geobucket_ init - fq_
nmod_ ⚠mpoly_ geobucket_ set - fq_
nmod_ ⚠mpoly_ geobucket_ sub - fq_
nmod_ ⚠mpoly_ get_ coeff_ fq_ nmod_ fmpz - fq_
nmod_ ⚠mpoly_ get_ coeff_ fq_ nmod_ monomial - fq_
nmod_ ⚠mpoly_ get_ coeff_ fq_ nmod_ ui - fq_
nmod_ ⚠mpoly_ get_ coeff_ vars_ ui - fq_
nmod_ ⚠mpoly_ get_ fq_ nmod - fq_
nmod_ ⚠mpoly_ get_ fq_ nmod_ poly - fq_
nmod_ ⚠mpoly_ get_ n_ fq_ bpoly - fq_
nmod_ ⚠mpoly_ get_ nonzero_ n_ fq - fq_
nmod_ ⚠mpoly_ get_ str_ pretty - fq_
nmod_ ⚠mpoly_ get_ term - fq_
nmod_ ⚠mpoly_ get_ term_ coeff_ fq_ nmod - fq_
nmod_ ⚠mpoly_ get_ term_ exp_ fmpz - fq_
nmod_ ⚠mpoly_ get_ term_ exp_ si - fq_
nmod_ ⚠mpoly_ get_ term_ exp_ ui - fq_
nmod_ ⚠mpoly_ get_ term_ monomial - fq_
nmod_ ⚠mpoly_ get_ term_ var_ exp_ si - fq_
nmod_ ⚠mpoly_ get_ term_ var_ exp_ ui - fq_
nmod_ ⚠mpoly_ hlift - fq_
nmod_ ⚠mpoly_ inflate - fq_
nmod_ ⚠mpoly_ init - fq_
nmod_ ⚠mpoly_ init2 - fq_
nmod_ ⚠mpoly_ init3 - fq_
nmod_ ⚠mpoly_ is_ canonical - fq_
nmod_ ⚠mpoly_ is_ fq_ nmod - fq_
nmod_ ⚠mpoly_ is_ fq_ nmod_ poly - fq_
nmod_ ⚠mpoly_ is_ gen - fq_
nmod_ ⚠mpoly_ is_ monic - fq_
nmod_ ⚠mpoly_ is_ one - fq_
nmod_ ⚠mpoly_ is_ square - fq_
nmod_ ⚠mpoly_ is_ zero - fq_
nmod_ ⚠mpoly_ length - fq_
nmod_ ⚠mpoly_ make_ monic - fq_
nmod_ ⚠mpoly_ mul - fq_
nmod_ ⚠mpoly_ mul_ johnson - fq_
nmod_ ⚠mpoly_ neg - fq_
nmod_ ⚠mpoly_ one - fq_
nmod_ ⚠mpoly_ pfrac - fq_
nmod_ ⚠mpoly_ pfrac_ clear - fq_
nmod_ ⚠mpoly_ pfrac_ init - fq_
nmod_ ⚠mpoly_ pow_ fmpz - fq_
nmod_ ⚠mpoly_ pow_ rmul - fq_
nmod_ ⚠mpoly_ pow_ ui - fq_
nmod_ ⚠mpoly_ print_ pretty - fq_
nmod_ ⚠mpoly_ push_ term_ fq_ nmod_ ffmpz - fq_
nmod_ ⚠mpoly_ push_ term_ fq_ nmod_ fmpz - fq_
nmod_ ⚠mpoly_ push_ term_ fq_ nmod_ ui - fq_
nmod_ ⚠mpoly_ quadratic_ root - fq_
nmod_ ⚠mpoly_ randtest_ bits - fq_
nmod_ ⚠mpoly_ randtest_ bound - fq_
nmod_ ⚠mpoly_ randtest_ bounds - fq_
nmod_ ⚠mpoly_ realloc - fq_
nmod_ ⚠mpoly_ remainder_ strongtest - Internal consistency checks
- fq_
nmod_ ⚠mpoly_ repack_ bits - fq_
nmod_ ⚠mpoly_ repack_ bits_ inplace - fq_
nmod_ ⚠mpoly_ resize - fq_
nmod_ ⚠mpoly_ resultant - fq_
nmod_ ⚠mpoly_ reverse - fq_
nmod_ ⚠mpoly_ scalar_ addmul_ fq_ nmod - fq_
nmod_ ⚠mpoly_ scalar_ mul_ fq_ nmod - fq_
nmod_ ⚠mpoly_ scalar_ mul_ n_ fq - fq_
nmod_ ⚠mpoly_ set - fq_
nmod_ ⚠mpoly_ set_ coeff_ fq_ nmod_ fmpz - fq_
nmod_ ⚠mpoly_ set_ coeff_ fq_ nmod_ monomial - fq_
nmod_ ⚠mpoly_ set_ coeff_ fq_ nmod_ ui - fq_
nmod_ ⚠mpoly_ set_ fmpz - fq_
nmod_ ⚠mpoly_ set_ fq_ nmod - fq_
nmod_ ⚠mpoly_ set_ fq_ nmod_ gen - fq_
nmod_ ⚠mpoly_ set_ fq_ nmod_ poly - fq_
nmod_ ⚠mpoly_ set_ n_ fq - fq_
nmod_ ⚠mpoly_ set_ n_ fq_ bpoly - fq_
nmod_ ⚠mpoly_ set_ str_ pretty - fq_
nmod_ ⚠mpoly_ set_ term_ coeff_ fq_ nmod - fq_
nmod_ ⚠mpoly_ set_ term_ exp_ fmpz - fq_
nmod_ ⚠mpoly_ set_ term_ exp_ ui - fq_
nmod_ ⚠mpoly_ set_ ui - fq_
nmod_ ⚠mpoly_ sort_ terms - fq_
nmod_ ⚠mpoly_ sqrt - fq_
nmod_ ⚠mpoly_ sqrt_ heap - fq_
nmod_ ⚠mpoly_ sub - fq_
nmod_ ⚠mpoly_ sub_ fq_ nmod - fq_
nmod_ ⚠mpoly_ swap - fq_
nmod_ ⚠mpoly_ term_ content - fq_
nmod_ ⚠mpoly_ term_ exp_ fits_ si - fq_
nmod_ ⚠mpoly_ term_ exp_ fits_ ui - fq_
nmod_ ⚠mpoly_ to_ mpolyl_ perm_ deflate - fq_
nmod_ ⚠mpoly_ to_ mpolyn_ perm_ deflate - fq_
nmod_ ⚠mpoly_ to_ mpolyu_ perm_ deflate - fq_
nmod_ ⚠mpoly_ to_ mpolyv - fq_
nmod_ ⚠mpoly_ to_ univar - fq_
nmod_ ⚠mpoly_ total_ degree_ fits_ si - fq_
nmod_ ⚠mpoly_ total_ degree_ fmpz - fq_
nmod_ ⚠mpoly_ total_ degree_ si - fq_
nmod_ ⚠mpoly_ truncate - fq_
nmod_ ⚠mpoly_ univar_ assert_ canonical - fq_
nmod_ ⚠mpoly_ univar_ clear - fq_
nmod_ ⚠mpoly_ univar_ degree_ fits_ si - fq_
nmod_ ⚠mpoly_ univar_ discriminant - fq_
nmod_ ⚠mpoly_ univar_ fit_ length - fq_
nmod_ ⚠mpoly_ univar_ get_ term_ coeff - fq_
nmod_ ⚠mpoly_ univar_ get_ term_ exp_ si - fq_
nmod_ ⚠mpoly_ univar_ init - fq_
nmod_ ⚠mpoly_ univar_ length - fq_
nmod_ ⚠mpoly_ univar_ print_ pretty - fq_
nmod_ ⚠mpoly_ univar_ pseudo_ gcd - fq_
nmod_ ⚠mpoly_ univar_ resultant - fq_
nmod_ ⚠mpoly_ univar_ set_ coeff_ ui - fq_
nmod_ ⚠mpoly_ univar_ swap - fq_
nmod_ ⚠mpoly_ univar_ swap_ term_ coeff - fq_
nmod_ ⚠mpoly_ univar_ zero - fq_
nmod_ ⚠mpoly_ used_ vars - fq_
nmod_ ⚠mpoly_ zero - fq_
nmod_ ⚠mpolyl_ content - fq_
nmod_ ⚠mpolyl_ gcd_ hensel_ smprime - fq_
nmod_ ⚠mpolyl_ gcd_ zippel_ lgprime - fq_
nmod_ ⚠mpolyl_ gcd_ zippel_ smprime - fq_
nmod_ ⚠mpolyl_ lead_ coeff - fq_
nmod_ ⚠mpolyn_ clear - fq_
nmod_ ⚠mpolyn_ content_ poly - fq_
nmod_ ⚠mpolyn_ divexact_ poly - fq_
nmod_ ⚠mpolyn_ fit_ bits - fq_
nmod_ ⚠mpolyn_ fit_ length - fq_
nmod_ ⚠mpolyn_ gcd_ brown_ lgprime - fq_
nmod_ ⚠mpolyn_ gcd_ brown_ smprime - fq_
nmod_ ⚠mpolyn_ init - fq_
nmod_ ⚠mpolyn_ interp_ crt_ lg_ bpoly - fq_
nmod_ ⚠mpolyn_ interp_ crt_ lg_ mpolyn - fq_
nmod_ ⚠mpolyn_ interp_ crt_ lg_ poly - fq_
nmod_ ⚠mpolyn_ interp_ crt_ sm_ bpoly - fq_
nmod_ ⚠mpolyn_ interp_ crt_ sm_ mpolyn - fq_
nmod_ ⚠mpolyn_ interp_ crt_ sm_ poly - fq_
nmod_ ⚠mpolyn_ interp_ lift_ lg_ bpoly - fq_
nmod_ ⚠mpolyn_ interp_ lift_ lg_ mpoly - fq_
nmod_ ⚠mpolyn_ interp_ lift_ lg_ mpolyn - fq_
nmod_ ⚠mpolyn_ interp_ lift_ lg_ poly - fq_
nmod_ ⚠mpolyn_ interp_ lift_ sm_ bpoly - fq_
nmod_ ⚠mpolyn_ interp_ lift_ sm_ mpoly - fq_
nmod_ ⚠mpolyn_ interp_ lift_ sm_ mpolyn - fq_
nmod_ ⚠mpolyn_ interp_ lift_ sm_ poly - fq_
nmod_ ⚠mpolyn_ interp_ mcrt_ sm_ mpoly - fq_
nmod_ ⚠mpolyn_ interp_ reduce_ lg_ mpoly - fq_
nmod_ ⚠mpolyn_ interp_ reduce_ lg_ mpolyn - fq_
nmod_ ⚠mpolyn_ interp_ reduce_ lg_ poly - fq_
nmod_ ⚠mpolyn_ interp_ reduce_ sm_ mpolyn - fq_
nmod_ ⚠mpolyn_ interp_ reduce_ sm_ poly - fq_
nmod_ ⚠mpolyn_ is_ canonical - fq_
nmod_ ⚠mpolyn_ is_ nonzero_ fq_ nmod - fq_
nmod_ ⚠mpolyn_ is_ zero - fq_
nmod_ ⚠mpolyn_ lastdeg - fq_
nmod_ ⚠mpolyn_ leadcoeff - fq_
nmod_ ⚠mpolyn_ leadcoeff_ poly - fq_
nmod_ ⚠mpolyn_ mul_ poly - fq_
nmod_ ⚠mpolyn_ one - fq_
nmod_ ⚠mpolyn_ print_ pretty - fq_
nmod_ ⚠mpolyn_ scalar_ mul_ fq_ nmod - fq_
nmod_ ⚠mpolyn_ set - fq_
nmod_ ⚠mpolyn_ swap - fq_
nmod_ ⚠mpolyn_ zero - fq_
nmod_ ⚠mpolyu_ clear - fq_
nmod_ ⚠mpolyu_ content_ mpoly - fq_
nmod_ ⚠mpolyu_ cvtfrom_ mpolyun - fq_
nmod_ ⚠mpolyu_ cvtto_ mpolyun - fq_
nmod_ ⚠mpolyu_ degrees_ si - fq_
nmod_ ⚠mpolyu_ divexact_ mpoly_ inplace - fq_
nmod_ ⚠mpolyu_ evaluate_ one_ fq_ nmod - fq_
nmod_ ⚠mpolyu_ fit_ length - fq_
nmod_ ⚠mpolyu_ gcdm_ zippel - fq_
nmod_ ⚠mpolyu_ gcdp_ zippel - fq_
nmod_ ⚠mpolyu_ gcdp_ zippel_ univar - fq_
nmod_ ⚠mpolyu_ gcdp_ zippel_ univar_ no_ cofactors - fq_
nmod_ ⚠mpolyu_ gcds_ zippel - fq_
nmod_ ⚠mpolyu_ init - fq_
nmod_ ⚠mpolyu_ is_ canonical - fq_
nmod_ ⚠mpolyu_ is_ one - fq_
nmod_ ⚠mpolyu_ leadcoeff - fq_
nmod_ ⚠mpolyu_ mul_ mpoly - fq_
nmod_ ⚠mpolyu_ mul_ mpoly_ inplace - fq_
nmod_ ⚠mpolyu_ one - fq_
nmod_ ⚠mpolyu_ print_ pretty - fq_
nmod_ ⚠mpolyu_ repack_ bits_ inplace - fq_
nmod_ ⚠mpolyu_ scalar_ mul_ fq_ nmod - fq_
nmod_ ⚠mpolyu_ set - fq_
nmod_ ⚠mpolyu_ setform - fq_
nmod_ ⚠mpolyu_ shift_ left - fq_
nmod_ ⚠mpolyu_ shift_ right - fq_
nmod_ ⚠mpolyu_ swap - fq_
nmod_ ⚠mpolyu_ zero - fq_
nmod_ ⚠mpolyun_ clear - fq_
nmod_ ⚠mpolyun_ content_ poly - fq_
nmod_ ⚠mpolyun_ divexact_ poly - fq_
nmod_ ⚠mpolyun_ fit_ length - fq_
nmod_ ⚠mpolyun_ init - fq_
nmod_ ⚠mpolyun_ interp_ crt_ lg_ mpolyu - fq_
nmod_ ⚠mpolyun_ interp_ crt_ sm_ mpolyu - fq_
nmod_ ⚠mpolyun_ interp_ lift_ lg_ mpolyu - fq_
nmod_ ⚠mpolyun_ interp_ lift_ sm_ mpolyu - fq_
nmod_ ⚠mpolyun_ interp_ mcrt_ lg_ mpolyu - fq_
nmod_ ⚠mpolyun_ interp_ reduce_ lg_ mpolyu - fq_
nmod_ ⚠mpolyun_ interp_ reduce_ sm_ mpolyu - fq_
nmod_ ⚠mpolyun_ is_ canonical - fq_
nmod_ ⚠mpolyun_ is_ nonzero_ fq_ nmod - fq_
nmod_ ⚠mpolyun_ lastdeg - fq_
nmod_ ⚠mpolyun_ leadcoeff_ poly - fq_
nmod_ ⚠mpolyun_ mul_ poly - fq_
nmod_ ⚠mpolyun_ one - fq_
nmod_ ⚠mpolyun_ print_ pretty - fq_
nmod_ ⚠mpolyun_ scalar_ mul_ fq_ nmod - fq_
nmod_ ⚠mpolyun_ set - fq_
nmod_ ⚠mpolyun_ shift_ left - fq_
nmod_ ⚠mpolyun_ shift_ right - fq_
nmod_ ⚠mpolyun_ swap - fq_
nmod_ ⚠mpolyun_ zero - fq_
nmod_ ⚠mpolyuu_ divides - fq_
nmod_ ⚠mpolyv_ clear - fq_
nmod_ ⚠mpolyv_ fit_ length - fq_
nmod_ ⚠mpolyv_ init - fq_
nmod_ ⚠mpolyv_ print_ pretty - fq_
nmod_ ⚠mpolyv_ set_ coeff - fq_
nmod_ ⚠mpolyv_ swap - fq_
nmod_ ⚠mul - fq_
nmod_ ⚠mul_ fmpz - fq_
nmod_ ⚠mul_ si - fq_
nmod_ ⚠mul_ ui - fq_
nmod_ ⚠multiplicative_ order - fq_
nmod_ ⚠neg - fq_
nmod_ ⚠next - gcd
- fq_
nmod_ ⚠next_ not_ zero - fq_
nmod_ ⚠norm - fq_
nmod_ ⚠one - fq_
nmod_ ⚠poly_ add - fq_
nmod_ ⚠poly_ add_ series - fq_
nmod_ ⚠poly_ add_ si - fq_
nmod_ ⚠poly_ clear - fq_
nmod_ ⚠poly_ compose - fq_
nmod_ ⚠poly_ compose_ mod - fq_
nmod_ ⚠poly_ compose_ mod_ brent_ kung - fq_
nmod_ ⚠poly_ compose_ mod_ brent_ kung_ precomp_ preinv - fq_
nmod_ ⚠poly_ compose_ mod_ brent_ kung_ preinv - fq_
nmod_ ⚠poly_ compose_ mod_ horner - fq_
nmod_ ⚠poly_ compose_ mod_ horner_ preinv - fq_
nmod_ ⚠poly_ compose_ mod_ preinv - fq_
nmod_ ⚠poly_ deflate - fq_
nmod_ ⚠poly_ deflation - fq_
nmod_ ⚠poly_ degree - fq_
nmod_ ⚠poly_ derivative - fq_
nmod_ ⚠poly_ div - fq_
nmod_ ⚠poly_ div_ basecase - fq_
nmod_ ⚠poly_ div_ newton_ n_ preinv - fq_
nmod_ ⚠poly_ div_ series - fq_
nmod_ ⚠poly_ divides - fq_
nmod_ ⚠poly_ divrem - fq_
nmod_ ⚠poly_ divrem_ f - fq_
nmod_ ⚠poly_ divrem_ newton_ n_ preinv - fq_
nmod_ ⚠poly_ equal - fq_
nmod_ ⚠poly_ equal_ fq_ nmod - fq_
nmod_ ⚠poly_ equal_ trunc - fq_
nmod_ ⚠poly_ evaluate_ fq_ nmod - fq_
nmod_ ⚠poly_ evaluate_ fq_ nmod_ vec - fq_
nmod_ ⚠poly_ evaluate_ fq_ nmod_ vec_ fast - fq_
nmod_ ⚠poly_ evaluate_ fq_ nmod_ vec_ iter - fq_
nmod_ ⚠poly_ factor - fq_
nmod_ ⚠poly_ factor_ berlekamp - fq_
nmod_ ⚠poly_ factor_ cantor_ zassenhaus - fq_
nmod_ ⚠poly_ factor_ clear - fq_
nmod_ ⚠poly_ factor_ concat - fq_
nmod_ ⚠poly_ factor_ distinct_ deg - fq_
nmod_ ⚠poly_ factor_ equal_ deg - fq_
nmod_ ⚠poly_ factor_ equal_ deg_ prob - fq_
nmod_ ⚠poly_ factor_ fit_ length - fq_
nmod_ ⚠poly_ factor_ get_ poly - fq_
nmod_ ⚠poly_ factor_ init - fq_
nmod_ ⚠poly_ factor_ insert - fq_
nmod_ ⚠poly_ factor_ kaltofen_ shoup - fq_
nmod_ ⚠poly_ factor_ pow - fq_
nmod_ ⚠poly_ factor_ print - fq_
nmod_ ⚠poly_ factor_ print_ pretty - fq_
nmod_ ⚠poly_ factor_ realloc - fq_
nmod_ ⚠poly_ factor_ set - fq_
nmod_ ⚠poly_ factor_ split_ single - fq_
nmod_ ⚠poly_ factor_ squarefree - fq_
nmod_ ⚠poly_ factor_ with_ berlekamp - fq_
nmod_ ⚠poly_ factor_ with_ cantor_ zassenhaus - fq_
nmod_ ⚠poly_ factor_ with_ kaltofen_ shoup - fq_
nmod_ ⚠poly_ fit_ length - fq_
nmod_ ⚠poly_ fprint - fq_
nmod_ ⚠poly_ fprint_ pretty - fq_
nmod_ ⚠poly_ gcd - fq_
nmod_ ⚠poly_ gcd_ euclidean - fq_
nmod_ ⚠poly_ gcd_ euclidean_ f - fq_
nmod_ ⚠poly_ gen - fq_
nmod_ ⚠poly_ get_ coeff - fq_
nmod_ ⚠poly_ get_ str - fq_
nmod_ ⚠poly_ get_ str_ pretty - fq_
nmod_ ⚠poly_ hamming_ weight - fq_
nmod_ ⚠poly_ inflate - fq_
nmod_ ⚠poly_ init - fq_
nmod_ ⚠poly_ init2 - fq_
nmod_ ⚠poly_ inv_ series - fq_
nmod_ ⚠poly_ inv_ series_ newton - fq_
nmod_ ⚠poly_ invsqrt_ series - fq_
nmod_ ⚠poly_ is_ gen - fq_
nmod_ ⚠poly_ is_ irreducible - fq_
nmod_ ⚠poly_ is_ irreducible_ ben_ or - fq_
nmod_ ⚠poly_ is_ irreducible_ ddf - fq_
nmod_ ⚠poly_ is_ one - fq_
nmod_ ⚠poly_ is_ squarefree - fq_
nmod_ ⚠poly_ is_ unit - fq_
nmod_ ⚠poly_ is_ zero - fq_
nmod_ ⚠poly_ iterated_ frobenius_ preinv - fq_
nmod_ ⚠poly_ lead - fq_
nmod_ ⚠poly_ length - fq_
nmod_ ⚠poly_ make_ monic - fq_
nmod_ ⚠poly_ mul - fq_
nmod_ ⚠poly_ mul_ KS - fq_
nmod_ ⚠poly_ mul_ classical - fq_
nmod_ ⚠poly_ mul_ reorder - fq_
nmod_ ⚠poly_ mul_ univariate - fq_
nmod_ ⚠poly_ mulhigh - fq_
nmod_ ⚠poly_ mulhigh_ classical - fq_
nmod_ ⚠poly_ mullow - fq_
nmod_ ⚠poly_ mullow_ KS - fq_
nmod_ ⚠poly_ mullow_ classical - fq_
nmod_ ⚠poly_ mullow_ univariate - fq_
nmod_ ⚠poly_ mulmod - fq_
nmod_ ⚠poly_ mulmod_ preinv - fq_
nmod_ ⚠poly_ neg - fq_
nmod_ ⚠poly_ one - fq_
nmod_ ⚠poly_ pow - fq_
nmod_ ⚠poly_ pow_ trunc - fq_
nmod_ ⚠poly_ pow_ trunc_ binexp - fq_
nmod_ ⚠poly_ powmod_ fmpz_ binexp - fq_
nmod_ ⚠poly_ powmod_ fmpz_ binexp_ preinv - fq_
nmod_ ⚠poly_ powmod_ fmpz_ sliding_ preinv - fq_
nmod_ ⚠poly_ powmod_ ui_ binexp - fq_
nmod_ ⚠poly_ powmod_ ui_ binexp_ preinv - fq_
nmod_ ⚠poly_ powmod_ x_ fmpz_ preinv - fq_
nmod_ ⚠poly_ precompute_ matrix - fq_
nmod_ ⚠poly_ print - fq_
nmod_ ⚠poly_ print_ pretty - fq_
nmod_ ⚠poly_ randtest - fq_
nmod_ ⚠poly_ randtest_ irreducible - fq_
nmod_ ⚠poly_ randtest_ monic - fq_
nmod_ ⚠poly_ randtest_ not_ zero - fq_
nmod_ ⚠poly_ realloc - fq_
nmod_ ⚠poly_ rem - fq_
nmod_ ⚠poly_ remove - fq_
nmod_ ⚠poly_ reverse - fq_
nmod_ ⚠poly_ roots - fq_
nmod_ ⚠poly_ scalar_ addmul_ fq_ nmod - fq_
nmod_ ⚠poly_ scalar_ div_ fq_ nmod - fq_
nmod_ ⚠poly_ scalar_ mul_ fq_ nmod - fq_
nmod_ ⚠poly_ scalar_ submul_ fq_ nmod - fq_
nmod_ ⚠poly_ set - fq_
nmod_ ⚠poly_ set_ coeff - fq_
nmod_ ⚠poly_ set_ coeff_ fmpz - fq_
nmod_ ⚠poly_ set_ fmpz_ mod_ poly - fq_
nmod_ ⚠poly_ set_ fq_ nmod - fq_
nmod_ ⚠poly_ set_ nmod_ poly - fq_
nmod_ ⚠poly_ set_ trunc - fq_
nmod_ ⚠poly_ shift_ left - fq_
nmod_ ⚠poly_ shift_ right - fq_
nmod_ ⚠poly_ sqr - fq_
nmod_ ⚠poly_ sqr_ KS - fq_
nmod_ ⚠poly_ sqr_ classical - fq_
nmod_ ⚠poly_ sqr_ reorder - fq_
nmod_ ⚠poly_ sqrt - fq_
nmod_ ⚠poly_ sqrt_ series - fq_
nmod_ ⚠poly_ sub - fq_
nmod_ ⚠poly_ sub_ series - fq_
nmod_ ⚠poly_ swap - fq_
nmod_ ⚠poly_ truncate - fq_
nmod_ ⚠poly_ xgcd - fq_
nmod_ ⚠poly_ xgcd_ euclidean_ f - fq_
nmod_ ⚠poly_ zero - fq_
nmod_ ⚠pow - fq_
nmod_ ⚠pow_ ui - fq_
nmod_ ⚠print - fq_
nmod_ ⚠print_ pretty - fq_
nmod_ ⚠pth_ root - fq_
nmod_ ⚠rand - fq_
nmod_ ⚠rand_ not_ zero - fq_
nmod_ ⚠randtest - fq_
nmod_ ⚠randtest_ dense - fq_
nmod_ ⚠randtest_ not_ zero - fq_
nmod_ ⚠reduce - fq_
nmod_ ⚠set - fq_
nmod_ ⚠set_ fmpz - fq_
nmod_ ⚠set_ nmod_ mat - fq_
nmod_ ⚠set_ nmod_ poly - fq_
nmod_ ⚠set_ si - fq_
nmod_ ⚠set_ ui - fq_
nmod_ ⚠sqr - fq_
nmod_ ⚠sqrt - fq_
nmod_ ⚠sub - fq_
nmod_ ⚠sub_ one - fq_
nmod_ ⚠swap - fq_
nmod_ ⚠trace - fq_
nmod_ ⚠zero - fq_norm⚠
- fq_one⚠
- fq_
poly_ ⚠add - fq_
poly_ ⚠add_ series - fq_
poly_ ⚠add_ si - fq_
poly_ ⚠clear - fq_
poly_ ⚠compose - fq_
poly_ ⚠compose_ mod - fq_
poly_ ⚠compose_ mod_ brent_ kung - fq_
poly_ ⚠compose_ mod_ brent_ kung_ precomp_ preinv - fq_
poly_ ⚠compose_ mod_ brent_ kung_ preinv - fq_
poly_ ⚠compose_ mod_ horner - fq_
poly_ ⚠compose_ mod_ horner_ preinv - fq_
poly_ ⚠compose_ mod_ preinv - fq_
poly_ ⚠deflate - fq_
poly_ ⚠deflation - fq_
poly_ ⚠degree - fq_
poly_ ⚠derivative - fq_
poly_ ⚠div - fq_
poly_ ⚠div_ basecase - fq_
poly_ ⚠div_ newton_ n_ preinv - fq_
poly_ ⚠div_ series - fq_
poly_ ⚠divides - fq_
poly_ ⚠divrem - fq_
poly_ ⚠divrem_ f - fq_
poly_ ⚠divrem_ newton_ n_ preinv - fq_
poly_ ⚠equal - fq_
poly_ ⚠equal_ fq - fq_
poly_ ⚠equal_ trunc - fq_
poly_ ⚠evaluate_ fq - fq_
poly_ ⚠evaluate_ fq_ vec - fq_
poly_ ⚠evaluate_ fq_ vec_ fast - fq_
poly_ ⚠evaluate_ fq_ vec_ iter - fq_
poly_ ⚠factor - fq_
poly_ ⚠factor_ berlekamp - fq_
poly_ ⚠factor_ cantor_ zassenhaus - fq_
poly_ ⚠factor_ clear - fq_
poly_ ⚠factor_ concat - fq_
poly_ ⚠factor_ distinct_ deg - fq_
poly_ ⚠factor_ equal_ deg - fq_
poly_ ⚠factor_ equal_ deg_ prob - fq_
poly_ ⚠factor_ fit_ length - fq_
poly_ ⚠factor_ get_ poly - fq_
poly_ ⚠factor_ init - fq_
poly_ ⚠factor_ insert - fq_
poly_ ⚠factor_ kaltofen_ shoup - fq_
poly_ ⚠factor_ pow - fq_
poly_ ⚠factor_ print - fq_
poly_ ⚠factor_ print_ pretty - fq_
poly_ ⚠factor_ realloc - fq_
poly_ ⚠factor_ set - fq_
poly_ ⚠factor_ split_ single - fq_
poly_ ⚠factor_ squarefree - fq_
poly_ ⚠factor_ with_ berlekamp - fq_
poly_ ⚠factor_ with_ cantor_ zassenhaus - fq_
poly_ ⚠factor_ with_ kaltofen_ shoup - fq_
poly_ ⚠fit_ length - fq_
poly_ ⚠fprint - fq_
poly_ ⚠fprint_ pretty - fq_
poly_ ⚠gcd - fq_
poly_ ⚠gcd_ euclidean - fq_
poly_ ⚠gcd_ euclidean_ f - fq_
poly_ ⚠gen - fq_
poly_ ⚠get_ coeff - fq_
poly_ ⚠get_ str - fq_
poly_ ⚠get_ str_ pretty - fq_
poly_ ⚠hamming_ weight - fq_
poly_ ⚠inflate - fq_
poly_ ⚠init - fq_
poly_ ⚠init2 - fq_
poly_ ⚠inv_ series - fq_
poly_ ⚠inv_ series_ newton - fq_
poly_ ⚠invsqrt_ series - fq_
poly_ ⚠is_ gen - fq_
poly_ ⚠is_ irreducible - fq_
poly_ ⚠is_ irreducible_ ben_ or - fq_
poly_ ⚠is_ irreducible_ ddf - fq_
poly_ ⚠is_ one - fq_
poly_ ⚠is_ squarefree - fq_
poly_ ⚠is_ unit - fq_
poly_ ⚠is_ zero - fq_
poly_ ⚠iterated_ frobenius_ preinv - fq_
poly_ ⚠lead - fq_
poly_ ⚠length - fq_
poly_ ⚠make_ monic - fq_
poly_ ⚠mul - fq_
poly_ ⚠mul_ KS - fq_
poly_ ⚠mul_ classical - fq_
poly_ ⚠mul_ reorder - fq_
poly_ ⚠mul_ univariate - fq_
poly_ ⚠mulhigh - fq_
poly_ ⚠mulhigh_ classical - fq_
poly_ ⚠mullow - fq_
poly_ ⚠mullow_ KS - fq_
poly_ ⚠mullow_ classical - fq_
poly_ ⚠mullow_ univariate - fq_
poly_ ⚠mulmod - fq_
poly_ ⚠mulmod_ preinv - fq_
poly_ ⚠neg - fq_
poly_ ⚠one - fq_
poly_ ⚠pow - fq_
poly_ ⚠pow_ trunc - fq_
poly_ ⚠pow_ trunc_ binexp - fq_
poly_ ⚠powmod_ fmpz_ binexp - fq_
poly_ ⚠powmod_ fmpz_ binexp_ preinv - fq_
poly_ ⚠powmod_ fmpz_ sliding_ preinv - fq_
poly_ ⚠powmod_ ui_ binexp - fq_
poly_ ⚠powmod_ ui_ binexp_ preinv - fq_
poly_ ⚠powmod_ x_ fmpz_ preinv - fq_
poly_ ⚠precompute_ matrix - fq_
poly_ ⚠print - fq_
poly_ ⚠print_ pretty - fq_
poly_ ⚠randtest - fq_
poly_ ⚠randtest_ irreducible - fq_
poly_ ⚠randtest_ monic - fq_
poly_ ⚠randtest_ not_ zero - fq_
poly_ ⚠realloc - fq_
poly_ ⚠rem - fq_
poly_ ⚠remove - fq_
poly_ ⚠reverse - fq_
poly_ ⚠roots - fq_
poly_ ⚠scalar_ addmul_ fq - fq_
poly_ ⚠scalar_ div_ fq - fq_
poly_ ⚠scalar_ mul_ fq - fq_
poly_ ⚠scalar_ submul_ fq - fq_
poly_ ⚠set - fq_
poly_ ⚠set_ coeff - fq_
poly_ ⚠set_ coeff_ fmpz - fq_
poly_ ⚠set_ fmpz_ mod_ poly - fq_
poly_ ⚠set_ fq - fq_
poly_ ⚠set_ nmod_ poly - fq_
poly_ ⚠set_ trunc - fq_
poly_ ⚠shift_ left - fq_
poly_ ⚠shift_ right - fq_
poly_ ⚠sqr - fq_
poly_ ⚠sqr_ KS - fq_
poly_ ⚠sqr_ classical - fq_
poly_ ⚠sqr_ reorder - fq_
poly_ ⚠sqrt - fq_
poly_ ⚠sqrt_ series - fq_
poly_ ⚠sub - fq_
poly_ ⚠sub_ series - fq_
poly_ ⚠swap - fq_
poly_ ⚠truncate - fq_
poly_ ⚠xgcd - fq_
poly_ ⚠xgcd_ euclidean_ f - fq_
poly_ ⚠zero - fq_pow⚠
- fq_
pow_ ⚠ui - fq_
print ⚠ - fq_
print_ ⚠pretty - fq_
pth_ ⚠root - fq_rand⚠
- fq_
rand_ ⚠not_ zero - fq_
randtest ⚠ - fq_
randtest_ ⚠dense - fq_
randtest_ ⚠not_ zero - fq_
reduce ⚠ - fq_set⚠
- fq_
set_ ⚠fmpz - fq_
set_ ⚠fmpz_ mod_ mat - fq_
set_ ⚠fmpz_ mod_ poly - fq_
set_ ⚠fmpz_ poly - fq_
set_ ⚠si - fq_
set_ ⚠ui - fq_sqr⚠
- fq_sqrt⚠
- fq_sub⚠
- fq_
sub_ ⚠one - fq_swap⚠
- fq_
trace ⚠ - fq_
zech_ ⚠add - fq_
zech_ ⚠bit_ pack - fq_
zech_ ⚠bit_ unpack - fq_
zech_ ⚠bpoly_ add - fq_
zech_ ⚠bpoly_ clear - fq_
zech_ ⚠bpoly_ degree0 - fq_
zech_ ⚠bpoly_ degree1 - fq_
zech_ ⚠bpoly_ derivative - fq_
zech_ ⚠bpoly_ divides - fq_
zech_ ⚠bpoly_ divrem_ series - fq_
zech_ ⚠bpoly_ equal - fq_
zech_ ⚠bpoly_ factor_ lgprime - fq_
zech_ ⚠bpoly_ factor_ smprime - fq_
zech_ ⚠bpoly_ fit_ length - fq_
zech_ ⚠bpoly_ fq_ equal - fq_
zech_ ⚠bpoly_ get_ coeff - fq_
zech_ ⚠bpoly_ hlift - fq_
zech_ ⚠bpoly_ hlift2 - fq_
zech_ ⚠bpoly_ init - fq_
zech_ ⚠bpoly_ is_ canonical - fq_
zech_ ⚠bpoly_ is_ zero - fq_
zech_ ⚠bpoly_ make_ monic - fq_
zech_ ⚠bpoly_ make_ primitive - fq_
zech_ ⚠bpoly_ mul - fq_
zech_ ⚠bpoly_ mul_ series - fq_
zech_ ⚠bpoly_ normalise - fq_
zech_ ⚠bpoly_ one - fq_
zech_ ⚠bpoly_ print_ pretty - fq_
zech_ ⚠bpoly_ realloc - fq_
zech_ ⚠bpoly_ set - fq_
zech_ ⚠bpoly_ set_ coeff_ fq_ zech - fq_
zech_ ⚠bpoly_ set_ fq_ zech_ poly_ var0 - fq_
zech_ ⚠bpoly_ set_ fq_ zech_ poly_ var1 - fq_
zech_ ⚠bpoly_ set_ poly_ var0 - fq_
zech_ ⚠bpoly_ set_ poly_ var1 - fq_
zech_ ⚠bpoly_ sub - fq_
zech_ ⚠bpoly_ swap - fq_
zech_ ⚠bpoly_ taylor_ shift_ var0 - fq_
zech_ ⚠bpoly_ taylor_ shift_ var1 - fq_
zech_ ⚠bpoly_ zero - fq_
zech_ ⚠clear - fq_
zech_ ⚠ctx_ clear - fq_
zech_ ⚠ctx_ degree - fq_
zech_ ⚠ctx_ fprint - fq_
zech_ ⚠ctx_ init - fq_
zech_ ⚠ctx_ init_ conway - fq_
zech_ ⚠ctx_ init_ conway_ ui - fq_
zech_ ⚠ctx_ init_ fq_ nmod_ ctx - fq_
zech_ ⚠ctx_ init_ fq_ nmod_ ctx_ check - fq_
zech_ ⚠ctx_ init_ modulus - fq_
zech_ ⚠ctx_ init_ modulus_ check - fq_
zech_ ⚠ctx_ init_ random - fq_
zech_ ⚠ctx_ init_ random_ ui - fq_
zech_ ⚠ctx_ init_ randtest - fq_
zech_ ⚠ctx_ init_ randtest_ reducible - fq_
zech_ ⚠ctx_ init_ ui - fq_
zech_ ⚠ctx_ mod - fq_
zech_ ⚠ctx_ modulus - fq_
zech_ ⚠ctx_ order - fq_
zech_ ⚠ctx_ order_ ui - fq_
zech_ ⚠ctx_ prime - fq_
zech_ ⚠ctx_ print - fq_
zech_ ⚠div - fq_
zech_ ⚠embed_ composition_ matrix - fq_
zech_ ⚠embed_ composition_ matrix_ sub - fq_
zech_ ⚠embed_ dual_ to_ mono_ matrix - fq_
zech_ ⚠embed_ gens - fq_
zech_ ⚠embed_ matrices - fq_
zech_ ⚠embed_ mono_ to_ dual_ matrix - fq_
zech_ ⚠embed_ mul_ matrix - fq_
zech_ ⚠embed_ trace_ matrix - fq_
zech_ ⚠equal - fq_
zech_ ⚠fprint - fq_
zech_ ⚠fprint_ pretty - fq_
zech_ ⚠frobenius - fq_
zech_ ⚠gcdinv - fq_
zech_ ⚠gen - fq_
zech_ ⚠get_ fmpz - fq_
zech_ ⚠get_ fq_ nmod - fq_
zech_ ⚠get_ nmod_ mat - fq_
zech_ ⚠get_ nmod_ poly - fq_
zech_ ⚠get_ str - fq_
zech_ ⚠get_ str_ pretty - fq_
zech_ ⚠init - fq_
zech_ ⚠init2 - fq_
zech_ ⚠inv - fq_
zech_ ⚠is_ invertible - fq_
zech_ ⚠is_ invertible_ f - fq_
zech_ ⚠is_ one - fq_
zech_ ⚠is_ primitive - fq_
zech_ ⚠is_ square - fq_
zech_ ⚠is_ zero - fq_
zech_ ⚠mat_ add - fq_
zech_ ⚠mat_ can_ solve - fq_
zech_ ⚠mat_ charpoly - fq_
zech_ ⚠mat_ charpoly_ danilevsky - fq_
zech_ ⚠mat_ clear - fq_
zech_ ⚠mat_ concat_ horizontal - fq_
zech_ ⚠mat_ concat_ vertical - fq_
zech_ ⚠mat_ entry - fq_
zech_ ⚠mat_ entry_ set - fq_
zech_ ⚠mat_ equal - fq_
zech_ ⚠mat_ fprint - fq_
zech_ ⚠mat_ fprint_ pretty - fq_
zech_ ⚠mat_ init - fq_
zech_ ⚠mat_ init_ set - fq_
zech_ ⚠mat_ inv - fq_
zech_ ⚠mat_ invert_ cols - fq_
zech_ ⚠mat_ invert_ rows - fq_
zech_ ⚠mat_ is_ empty - fq_
zech_ ⚠mat_ is_ one - fq_
zech_ ⚠mat_ is_ square - fq_
zech_ ⚠mat_ is_ zero - fq_
zech_ ⚠mat_ lu - fq_
zech_ ⚠mat_ lu_ classical - fq_
zech_ ⚠mat_ lu_ recursive - fq_
zech_ ⚠mat_ minpoly - fq_
zech_ ⚠mat_ mul - fq_
zech_ ⚠mat_ mul_ KS - fq_
zech_ ⚠mat_ mul_ classical - fq_
zech_ ⚠mat_ mul_ vec - fq_
zech_ ⚠mat_ mul_ vec_ ptr - fq_
zech_ ⚠mat_ ncols - fq_
zech_ ⚠mat_ neg - fq_
zech_ ⚠mat_ nrows - fq_
zech_ ⚠mat_ nullspace - fq_
zech_ ⚠mat_ one - fq_
zech_ ⚠mat_ print - fq_
zech_ ⚠mat_ print_ pretty - fq_
zech_ ⚠mat_ randops - fq_
zech_ ⚠mat_ randpermdiag - fq_
zech_ ⚠mat_ randrank - fq_
zech_ ⚠mat_ randtest - fq_
zech_ ⚠mat_ randtril - fq_
zech_ ⚠mat_ randtriu - fq_
zech_ ⚠mat_ rank - fq_
zech_ ⚠mat_ reduce_ row - fq_
zech_ ⚠mat_ rref - fq_
zech_ ⚠mat_ set - fq_
zech_ ⚠mat_ set_ fmpz_ mod_ mat - fq_
zech_ ⚠mat_ set_ nmod_ mat - fq_
zech_ ⚠mat_ similarity - fq_
zech_ ⚠mat_ solve - fq_
zech_ ⚠mat_ solve_ tril - fq_
zech_ ⚠mat_ solve_ tril_ classical - fq_
zech_ ⚠mat_ solve_ tril_ recursive - fq_
zech_ ⚠mat_ solve_ triu - fq_
zech_ ⚠mat_ solve_ triu_ classical - fq_
zech_ ⚠mat_ solve_ triu_ recursive - fq_
zech_ ⚠mat_ sub - fq_
zech_ ⚠mat_ submul - fq_
zech_ ⚠mat_ swap - fq_
zech_ ⚠mat_ swap_ cols - fq_
zech_ ⚠mat_ swap_ entrywise - fq_
zech_ ⚠mat_ swap_ rows - fq_
zech_ ⚠mat_ vec_ mul - fq_
zech_ ⚠mat_ vec_ mul_ ptr - fq_
zech_ ⚠mat_ window_ clear - fq_
zech_ ⚠mat_ window_ init - fq_
zech_ ⚠mat_ zero - fq_
zech_ ⚠modulus_ derivative_ inv - fq_
zech_ ⚠modulus_ pow_ series_ inv - fq_
zech_ ⚠mpoly_ add - fq_
zech_ ⚠mpoly_ add_ fq_ zech - fq_
zech_ ⚠mpoly_ assert_ canonical - fq_
zech_ ⚠mpoly_ clear - fq_
zech_ ⚠mpoly_ cmp - fq_
zech_ ⚠mpoly_ combine_ like_ terms - fq_
zech_ ⚠mpoly_ compose_ fq_ zech_ mpoly - fq_
zech_ ⚠mpoly_ compose_ fq_ zech_ mpoly_ gen - fq_
zech_ ⚠mpoly_ compose_ fq_ zech_ mpoly_ geobucket - fq_
zech_ ⚠mpoly_ compose_ fq_ zech_ mpoly_ horner - fq_
zech_ ⚠mpoly_ compose_ fq_ zech_ poly - fq_
zech_ ⚠mpoly_ ctx_ change_ modulus - fq_
zech_ ⚠mpoly_ ctx_ clear - fq_
zech_ ⚠mpoly_ ctx_ init_ deg - fq_
zech_ ⚠mpoly_ ctx_ nvars - fq_
zech_ ⚠mpoly_ ctx_ ord - fq_
zech_ ⚠mpoly_ deflate - fq_
zech_ ⚠mpoly_ deflation - fq_
zech_ ⚠mpoly_ degree_ fmpz - fq_
zech_ ⚠mpoly_ degree_ si - fq_
zech_ ⚠mpoly_ degrees_ fit_ si - fq_
zech_ ⚠mpoly_ degrees_ fmpz - fq_
zech_ ⚠mpoly_ degrees_ si - fq_
zech_ ⚠mpoly_ derivative - fq_
zech_ ⚠mpoly_ div - fq_
zech_ ⚠mpoly_ div_ monagan_ pearce - fq_
zech_ ⚠mpoly_ divides - fq_
zech_ ⚠mpoly_ divides_ monagan_ pearce - fq_
zech_ ⚠mpoly_ divrem - fq_
zech_ ⚠mpoly_ divrem_ ideal - fq_
zech_ ⚠mpoly_ divrem_ ideal_ monagan_ pearce - fq_
zech_ ⚠mpoly_ divrem_ monagan_ pearce - fq_
zech_ ⚠mpoly_ equal - fq_
zech_ ⚠mpoly_ equal_ fq_ zech - fq_
zech_ ⚠mpoly_ evaluate_ all_ fq_ zech - fq_
zech_ ⚠mpoly_ evaluate_ one_ fq_ zech - fq_
zech_ ⚠mpoly_ factor - fq_
zech_ ⚠mpoly_ factor_ algo - fq_
zech_ ⚠mpoly_ factor_ append_ fmpz - fq_
zech_ ⚠mpoly_ factor_ append_ ui - fq_
zech_ ⚠mpoly_ factor_ clear - fq_
zech_ ⚠mpoly_ factor_ expand - fq_
zech_ ⚠mpoly_ factor_ fit_ length - fq_
zech_ ⚠mpoly_ factor_ init - fq_
zech_ ⚠mpoly_ factor_ irred_ lgprime_ wang - fq_
zech_ ⚠mpoly_ factor_ irred_ lgprime_ zassenhaus - fq_
zech_ ⚠mpoly_ factor_ irred_ lgprime_ zippel - fq_
zech_ ⚠mpoly_ factor_ irred_ smprime_ wang - fq_
zech_ ⚠mpoly_ factor_ irred_ smprime_ zassenhaus - fq_
zech_ ⚠mpoly_ factor_ irred_ smprime_ zippel - fq_
zech_ ⚠mpoly_ factor_ lcc_ wang - fq_
zech_ ⚠mpoly_ factor_ matches - fq_
zech_ ⚠mpoly_ factor_ one - fq_
zech_ ⚠mpoly_ factor_ print_ pretty - fq_
zech_ ⚠mpoly_ factor_ realloc - fq_
zech_ ⚠mpoly_ factor_ set - fq_
zech_ ⚠mpoly_ factor_ squarefree - fq_
zech_ ⚠mpoly_ factor_ swap - fq_
zech_ ⚠mpoly_ factor_ wang - fq_
zech_ ⚠mpoly_ factor_ zassenhaus - fq_
zech_ ⚠mpoly_ factor_ zippel - fq_
zech_ ⚠mpoly_ fit_ bits - fq_
zech_ ⚠mpoly_ fit_ length - fq_
zech_ ⚠mpoly_ fit_ length_ reset_ bits - fq_
zech_ ⚠mpoly_ fprint_ pretty - fq_
zech_ ⚠mpoly_ from_ mpolyv - fq_
zech_ ⚠mpoly_ from_ univar - fq_
zech_ ⚠mpoly_ from_ univar_ bits - fq_
zech_ ⚠mpoly_ gcd - fq_
zech_ ⚠mpoly_ gcd_ brown - fq_
zech_ ⚠mpoly_ gcd_ cofactors - fq_
zech_ ⚠mpoly_ gcd_ zippel - fq_
zech_ ⚠mpoly_ gen - fq_
zech_ ⚠mpoly_ get_ coeff_ fq_ zech_ fmpz - fq_
zech_ ⚠mpoly_ get_ coeff_ fq_ zech_ monomial - fq_
zech_ ⚠mpoly_ get_ coeff_ fq_ zech_ ui - fq_
zech_ ⚠mpoly_ get_ coeff_ vars_ ui - fq_
zech_ ⚠mpoly_ get_ fq_ zech - fq_
zech_ ⚠mpoly_ get_ fq_ zech_ bpoly - fq_
zech_ ⚠mpoly_ get_ fq_ zech_ poly - fq_
zech_ ⚠mpoly_ get_ str_ pretty - fq_
zech_ ⚠mpoly_ get_ term - fq_
zech_ ⚠mpoly_ get_ term_ coeff_ fq_ zech - fq_
zech_ ⚠mpoly_ get_ term_ exp_ fmpz - fq_
zech_ ⚠mpoly_ get_ term_ exp_ si - fq_
zech_ ⚠mpoly_ get_ term_ exp_ ui - fq_
zech_ ⚠mpoly_ get_ term_ monomial - fq_
zech_ ⚠mpoly_ get_ term_ var_ exp_ si - fq_
zech_ ⚠mpoly_ get_ term_ var_ exp_ ui - fq_
zech_ ⚠mpoly_ hlift - fq_
zech_ ⚠mpoly_ inflate - fq_
zech_ ⚠mpoly_ init - fq_
zech_ ⚠mpoly_ init2 - fq_
zech_ ⚠mpoly_ init3 - fq_
zech_ ⚠mpoly_ is_ canonical - fq_
zech_ ⚠mpoly_ is_ fq_ zech - fq_
zech_ ⚠mpoly_ is_ fq_ zech_ poly - fq_
zech_ ⚠mpoly_ is_ gen - fq_
zech_ ⚠mpoly_ is_ one - fq_
zech_ ⚠mpoly_ is_ zero - fq_
zech_ ⚠mpoly_ leadcoeff - fq_
zech_ ⚠mpoly_ length - fq_
zech_ ⚠mpoly_ make_ monic - fq_
zech_ ⚠mpoly_ mul - fq_
zech_ ⚠mpoly_ mul_ johnson - fq_
zech_ ⚠mpoly_ neg - fq_
zech_ ⚠mpoly_ one - fq_
zech_ ⚠mpoly_ pfrac - fq_
zech_ ⚠mpoly_ pfrac_ clear - fq_
zech_ ⚠mpoly_ pfrac_ init - fq_
zech_ ⚠mpoly_ pow_ fmpz - fq_
zech_ ⚠mpoly_ pow_ rmul - fq_
zech_ ⚠mpoly_ pow_ ui - fq_
zech_ ⚠mpoly_ print_ pretty - fq_
zech_ ⚠mpoly_ push_ term_ fq_ zech_ fmpz - fq_
zech_ ⚠mpoly_ push_ term_ fq_ zech_ ui - fq_
zech_ ⚠mpoly_ randtest_ bits - fq_
zech_ ⚠mpoly_ randtest_ bound - fq_
zech_ ⚠mpoly_ randtest_ bounds - fq_
zech_ ⚠mpoly_ realloc - fq_
zech_ ⚠mpoly_ repack_ bits_ inplace - fq_
zech_ ⚠mpoly_ resize - fq_
zech_ ⚠mpoly_ reverse - fq_
zech_ ⚠mpoly_ scalar_ addmul_ fq_ zech - fq_
zech_ ⚠mpoly_ scalar_ mul_ fq_ zech - fq_
zech_ ⚠mpoly_ set - fq_
zech_ ⚠mpoly_ set_ coeff_ fq_ zech_ fmpz - fq_
zech_ ⚠mpoly_ set_ coeff_ fq_ zech_ monomial - fq_
zech_ ⚠mpoly_ set_ coeff_ fq_ zech_ ui - fq_
zech_ ⚠mpoly_ set_ fq_ zech - fq_
zech_ ⚠mpoly_ set_ fq_ zech_ bpoly - fq_
zech_ ⚠mpoly_ set_ fq_ zech_ gen - fq_
zech_ ⚠mpoly_ set_ fq_ zech_ poly - fq_
zech_ ⚠mpoly_ set_ str_ pretty - fq_
zech_ ⚠mpoly_ set_ term_ coeff_ fq_ zech - fq_
zech_ ⚠mpoly_ set_ term_ exp_ fmpz - fq_
zech_ ⚠mpoly_ set_ term_ exp_ ui - fq_
zech_ ⚠mpoly_ set_ ui - fq_
zech_ ⚠mpoly_ sort_ terms - fq_
zech_ ⚠mpoly_ sub - fq_
zech_ ⚠mpoly_ sub_ fq_ zech - fq_
zech_ ⚠mpoly_ swap - fq_
zech_ ⚠mpoly_ term_ exp_ fits_ si - fq_
zech_ ⚠mpoly_ term_ exp_ fits_ ui - fq_
zech_ ⚠mpoly_ to_ mpolyv - fq_
zech_ ⚠mpoly_ to_ univar - fq_
zech_ ⚠mpoly_ total_ degree_ fits_ si - fq_
zech_ ⚠mpoly_ total_ degree_ fmpz - fq_
zech_ ⚠mpoly_ total_ degree_ si - fq_
zech_ ⚠mpoly_ truncate - fq_
zech_ ⚠mpoly_ univar_ assert_ canonical - fq_
zech_ ⚠mpoly_ univar_ clear - fq_
zech_ ⚠mpoly_ univar_ content_ mpoly - fq_
zech_ ⚠mpoly_ univar_ degree_ fits_ si - fq_
zech_ ⚠mpoly_ univar_ divexact_ mpoly - fq_
zech_ ⚠mpoly_ univar_ fit_ length - fq_
zech_ ⚠mpoly_ univar_ get_ term_ coeff - fq_
zech_ ⚠mpoly_ univar_ get_ term_ exp_ si - fq_
zech_ ⚠mpoly_ univar_ init - fq_
zech_ ⚠mpoly_ univar_ length - fq_
zech_ ⚠mpoly_ univar_ print_ pretty - fq_
zech_ ⚠mpoly_ univar_ swap - fq_
zech_ ⚠mpoly_ univar_ swap_ term_ coeff - fq_
zech_ ⚠mpoly_ zero - fq_
zech_ ⚠mpolyl_ lead_ coeff - fq_
zech_ ⚠mpolyu_ clear - fq_
zech_ ⚠mpolyu_ fit_ length - fq_
zech_ ⚠mpolyu_ init - fq_
zech_ ⚠mpolyu_ is_ canonical - fq_
zech_ ⚠mpolyu_ is_ one - fq_
zech_ ⚠mpolyu_ one - fq_
zech_ ⚠mpolyu_ print_ pretty - fq_
zech_ ⚠mpolyu_ swap - fq_
zech_ ⚠mpolyu_ zero - fq_
zech_ ⚠mpolyv_ clear - fq_
zech_ ⚠mpolyv_ fit_ length - fq_
zech_ ⚠mpolyv_ init - fq_
zech_ ⚠mpolyv_ print_ pretty - fq_
zech_ ⚠mpolyv_ set_ coeff - fq_
zech_ ⚠mpolyv_ swap - fq_
zech_ ⚠mul - fq_
zech_ ⚠mul_ fmpz - fq_
zech_ ⚠mul_ si - fq_
zech_ ⚠mul_ ui - fq_
zech_ ⚠multiplicative_ order - fq_
zech_ ⚠neg - fq_
zech_ ⚠next - fq_
zech_ ⚠norm - fq_
zech_ ⚠one - fq_
zech_ ⚠poly_ add - fq_
zech_ ⚠poly_ add_ series - fq_
zech_ ⚠poly_ add_ si - fq_
zech_ ⚠poly_ clear - fq_
zech_ ⚠poly_ compose - fq_
zech_ ⚠poly_ compose_ mod - fq_
zech_ ⚠poly_ compose_ mod_ brent_ kung - fq_
zech_ ⚠poly_ compose_ mod_ brent_ kung_ precomp_ preinv - fq_
zech_ ⚠poly_ compose_ mod_ brent_ kung_ preinv - fq_
zech_ ⚠poly_ compose_ mod_ horner - fq_
zech_ ⚠poly_ compose_ mod_ horner_ preinv - fq_
zech_ ⚠poly_ compose_ mod_ preinv - fq_
zech_ ⚠poly_ deflate - fq_
zech_ ⚠poly_ deflation - fq_
zech_ ⚠poly_ degree - fq_
zech_ ⚠poly_ derivative - fq_
zech_ ⚠poly_ div - fq_
zech_ ⚠poly_ div_ basecase - fq_
zech_ ⚠poly_ div_ newton_ n_ preinv - fq_
zech_ ⚠poly_ div_ series - fq_
zech_ ⚠poly_ divides - fq_
zech_ ⚠poly_ divrem - fq_
zech_ ⚠poly_ divrem_ f - fq_
zech_ ⚠poly_ divrem_ newton_ n_ preinv - fq_
zech_ ⚠poly_ equal - fq_
zech_ ⚠poly_ equal_ fq_ zech - fq_
zech_ ⚠poly_ equal_ trunc - fq_
zech_ ⚠poly_ evaluate_ fq_ zech - fq_
zech_ ⚠poly_ evaluate_ fq_ zech_ vec - fq_
zech_ ⚠poly_ evaluate_ fq_ zech_ vec_ fast - fq_
zech_ ⚠poly_ evaluate_ fq_ zech_ vec_ iter - fq_
zech_ ⚠poly_ factor - fq_
zech_ ⚠poly_ factor_ berlekamp - fq_
zech_ ⚠poly_ factor_ cantor_ zassenhaus - fq_
zech_ ⚠poly_ factor_ clear - fq_
zech_ ⚠poly_ factor_ concat - fq_
zech_ ⚠poly_ factor_ distinct_ deg - fq_
zech_ ⚠poly_ factor_ equal_ deg - fq_
zech_ ⚠poly_ factor_ equal_ deg_ prob - fq_
zech_ ⚠poly_ factor_ fit_ length - fq_
zech_ ⚠poly_ factor_ get_ poly - fq_
zech_ ⚠poly_ factor_ init - fq_
zech_ ⚠poly_ factor_ insert - fq_
zech_ ⚠poly_ factor_ kaltofen_ shoup - fq_
zech_ ⚠poly_ factor_ pow - fq_
zech_ ⚠poly_ factor_ print - fq_
zech_ ⚠poly_ factor_ print_ pretty - fq_
zech_ ⚠poly_ factor_ realloc - fq_
zech_ ⚠poly_ factor_ set - fq_
zech_ ⚠poly_ factor_ split_ single - fq_
zech_ ⚠poly_ factor_ squarefree - fq_
zech_ ⚠poly_ factor_ with_ berlekamp - fq_
zech_ ⚠poly_ factor_ with_ cantor_ zassenhaus - fq_
zech_ ⚠poly_ factor_ with_ kaltofen_ shoup - fq_
zech_ ⚠poly_ fit_ length - fq_
zech_ ⚠poly_ fprint - fq_
zech_ ⚠poly_ fprint_ pretty - fq_
zech_ ⚠poly_ gcd - fq_
zech_ ⚠poly_ gcd_ euclidean - fq_
zech_ ⚠poly_ gcd_ euclidean_ f - fq_
zech_ ⚠poly_ gen - fq_
zech_ ⚠poly_ get_ coeff - fq_
zech_ ⚠poly_ get_ str - fq_
zech_ ⚠poly_ get_ str_ pretty - fq_
zech_ ⚠poly_ hamming_ weight - fq_
zech_ ⚠poly_ inflate - fq_
zech_ ⚠poly_ init - fq_
zech_ ⚠poly_ init2 - fq_
zech_ ⚠poly_ inv_ series - fq_
zech_ ⚠poly_ inv_ series_ newton - fq_
zech_ ⚠poly_ invsqrt_ series - fq_
zech_ ⚠poly_ is_ gen - fq_
zech_ ⚠poly_ is_ irreducible - fq_
zech_ ⚠poly_ is_ irreducible_ ben_ or - fq_
zech_ ⚠poly_ is_ irreducible_ ddf - fq_
zech_ ⚠poly_ is_ one - fq_
zech_ ⚠poly_ is_ squarefree - fq_
zech_ ⚠poly_ is_ unit - fq_
zech_ ⚠poly_ is_ zero - fq_
zech_ ⚠poly_ iterated_ frobenius_ preinv - fq_
zech_ ⚠poly_ lead - fq_
zech_ ⚠poly_ length - fq_
zech_ ⚠poly_ make_ monic - fq_
zech_ ⚠poly_ mul - fq_
zech_ ⚠poly_ mul_ KS - fq_
zech_ ⚠poly_ mul_ classical - fq_
zech_ ⚠poly_ mul_ reorder - fq_
zech_ ⚠poly_ mul_ univariate - fq_
zech_ ⚠poly_ mulhigh - fq_
zech_ ⚠poly_ mulhigh_ classical - fq_
zech_ ⚠poly_ mullow - fq_
zech_ ⚠poly_ mullow_ KS - fq_
zech_ ⚠poly_ mullow_ classical - fq_
zech_ ⚠poly_ mullow_ univariate - fq_
zech_ ⚠poly_ mulmod - fq_
zech_ ⚠poly_ mulmod_ preinv - fq_
zech_ ⚠poly_ neg - fq_
zech_ ⚠poly_ one - fq_
zech_ ⚠poly_ pow - fq_
zech_ ⚠poly_ pow_ trunc - fq_
zech_ ⚠poly_ pow_ trunc_ binexp - fq_
zech_ ⚠poly_ powmod_ fmpz_ binexp - fq_
zech_ ⚠poly_ powmod_ fmpz_ binexp_ preinv - fq_
zech_ ⚠poly_ powmod_ fmpz_ sliding_ preinv - fq_
zech_ ⚠poly_ powmod_ ui_ binexp - fq_
zech_ ⚠poly_ powmod_ ui_ binexp_ preinv - fq_
zech_ ⚠poly_ powmod_ x_ fmpz_ preinv - fq_
zech_ ⚠poly_ precompute_ matrix - fq_
zech_ ⚠poly_ print - fq_
zech_ ⚠poly_ print_ pretty - fq_
zech_ ⚠poly_ product_ roots_ fq_ zech - fq_
zech_ ⚠poly_ randtest - fq_
zech_ ⚠poly_ randtest_ irreducible - fq_
zech_ ⚠poly_ randtest_ monic - fq_
zech_ ⚠poly_ randtest_ not_ zero - fq_
zech_ ⚠poly_ realloc - fq_
zech_ ⚠poly_ rem - fq_
zech_ ⚠poly_ remove - fq_
zech_ ⚠poly_ reverse - fq_
zech_ ⚠poly_ roots - fq_
zech_ ⚠poly_ scalar_ addmul_ fq_ zech - fq_
zech_ ⚠poly_ scalar_ div_ fq_ zech - fq_
zech_ ⚠poly_ scalar_ mul_ fq_ zech - fq_
zech_ ⚠poly_ scalar_ submul_ fq_ zech - fq_
zech_ ⚠poly_ set - fq_
zech_ ⚠poly_ set_ coeff - fq_
zech_ ⚠poly_ set_ coeff_ fmpz - fq_
zech_ ⚠poly_ set_ fmpz_ mod_ poly - fq_
zech_ ⚠poly_ set_ fq_ zech - fq_
zech_ ⚠poly_ set_ nmod_ poly - fq_
zech_ ⚠poly_ set_ trunc - fq_
zech_ ⚠poly_ shift_ left - fq_
zech_ ⚠poly_ shift_ right - fq_
zech_ ⚠poly_ sqr - fq_
zech_ ⚠poly_ sqr_ KS - fq_
zech_ ⚠poly_ sqr_ classical - fq_
zech_ ⚠poly_ sqr_ reorder - fq_
zech_ ⚠poly_ sqrt - fq_
zech_ ⚠poly_ sqrt_ series - fq_
zech_ ⚠poly_ sub - fq_
zech_ ⚠poly_ sub_ series - fq_
zech_ ⚠poly_ swap - fq_
zech_ ⚠poly_ truncate - fq_
zech_ ⚠poly_ xgcd - fq_
zech_ ⚠poly_ xgcd_ euclidean_ f - fq_
zech_ ⚠poly_ zero - fq_
zech_ ⚠polyu2n_ print_ pretty - fq_
zech_ ⚠polyu3_ degrees - fq_
zech_ ⚠polyu3_ hlift - fq_
zech_ ⚠polyu3_ print_ pretty - fq_
zech_ ⚠polyu3n_ print_ pretty - fq_
zech_ ⚠polyu_ clear - fq_
zech_ ⚠polyu_ fit_ length - fq_
zech_ ⚠polyu_ init - fq_
zech_ ⚠polyu_ is_ canonical - fq_
zech_ ⚠polyu_ realloc - fq_
zech_ ⚠polyu_ swap - fq_
zech_ ⚠polyun_ clear - fq_
zech_ ⚠polyun_ fit_ length - fq_
zech_ ⚠polyun_ init - fq_
zech_ ⚠polyun_ is_ canonical - fq_
zech_ ⚠polyun_ realloc - fq_
zech_ ⚠polyun_ swap - fq_
zech_ ⚠pow - fq_
zech_ ⚠pow_ ui - fq_
zech_ ⚠print - fq_
zech_ ⚠print_ pretty - fq_
zech_ ⚠pth_ root - fq_
zech_ ⚠rand - fq_
zech_ ⚠rand_ not_ zero - fq_
zech_ ⚠randtest - fq_
zech_ ⚠randtest_ not_ zero - fq_
zech_ ⚠reduce - fq_
zech_ ⚠set - fq_
zech_ ⚠set_ fmpz - fq_
zech_ ⚠set_ fq_ nmod - fq_
zech_ ⚠set_ nmod_ mat - fq_
zech_ ⚠set_ nmod_ poly - fq_
zech_ ⚠set_ si - fq_
zech_ ⚠set_ ui - fq_
zech_ ⚠sqr - fq_
zech_ ⚠sqrt - fq_
zech_ ⚠sub - fq_
zech_ ⚠sub_ one - fq_
zech_ ⚠swap - fq_
zech_ ⚠tpoly_ clear - fq_
zech_ ⚠tpoly_ fit_ length - fq_
zech_ ⚠tpoly_ init - fq_
zech_ ⚠tpoly_ swap - fq_
zech_ ⚠trace - fq_
zech_ ⚠zero - fq_zero⚠
- free_
col ⚠ - get_
clock ⚠ - get_
cycle_ ⚠counter - get_
memory_ ⚠usage - get_
null_ ⚠entry - gr_abs⚠
- gr_
abs_ ⚠ge - gr_
abs_ ⚠gt - gr_
abs_ ⚠le - gr_
abs_ ⚠lt - gr_acos⚠
- gr_
acos_ ⚠pi - gr_
acosh ⚠ - gr_acot⚠
- gr_
acot_ ⚠pi - gr_
acoth ⚠ - gr_acsc⚠
- gr_
acsc_ ⚠pi - gr_
acsch ⚠ - gr_add⚠
- gr_
add_ ⚠fmpq - gr_
add_ ⚠fmpz - gr_
add_ ⚠other - gr_
add_ ⚠si - gr_
add_ ⚠ui - gr_
addmul ⚠ - gr_
addmul_ ⚠fmpq - gr_
addmul_ ⚠fmpz - gr_
addmul_ ⚠other - gr_
addmul_ ⚠si - gr_
addmul_ ⚠ui - gr_agm⚠
- gr_agm1⚠
- gr_airy⚠
- gr_
airy_ ⚠ai - gr_
airy_ ⚠ai_ prime - gr_
airy_ ⚠ai_ prime_ zero - gr_
airy_ ⚠ai_ zero - gr_
airy_ ⚠bi - gr_
airy_ ⚠bi_ prime - gr_
airy_ ⚠bi_ prime_ zero - gr_
airy_ ⚠bi_ zero - gr_arg⚠
- gr_asec⚠
- gr_
asec_ ⚠pi - gr_
asech ⚠ - gr_asin⚠
- gr_
asin_ ⚠pi - gr_
asinh ⚠ - gr_atan⚠
- gr_
atan2 ⚠ - gr_
atan_ ⚠pi - gr_
atanh ⚠ - gr_
barnes_ ⚠g - gr_
bellnum_ ⚠fmpz - gr_
bellnum_ ⚠ui - gr_
bellnum_ ⚠vec - gr_
bernoulli_ ⚠fmpz - gr_
bernoulli_ ⚠ui - gr_
bernoulli_ ⚠vec - gr_
bernpoly_ ⚠ui - gr_
bessel_ ⚠i - gr_
bessel_ ⚠i_ scaled - gr_
bessel_ ⚠j - gr_
bessel_ ⚠j_ y - gr_
bessel_ ⚠k - gr_
bessel_ ⚠k_ scaled - gr_
bessel_ ⚠y - gr_beta⚠
- gr_
beta_ ⚠lower - gr_bin⚠
- gr_
bin_ ⚠ui - gr_
bin_ ⚠ui_ vec - gr_
bin_ ⚠uiui - gr_
bin_ ⚠vec - gr_
carlson_ ⚠rc - gr_
carlson_ ⚠rd - gr_
carlson_ ⚠rf - gr_
carlson_ ⚠rg - gr_
carlson_ ⚠rj - gr_
catalan ⚠ - gr_ceil⚠
- gr_
chebyshev_ ⚠t - gr_
chebyshev_ ⚠t_ fmpz - gr_
chebyshev_ ⚠u - gr_
chebyshev_ ⚠u_ fmpz - gr_
clear ⚠ - gr_cmp⚠
- gr_
cmp_ ⚠other - gr_
cmpabs ⚠ - gr_
cmpabs_ ⚠other - gr_conj⚠
- gr_cos⚠
- gr_
cos_ ⚠integral - gr_
cos_ ⚠pi - gr_cosh⚠
- gr_
cosh_ ⚠integral - gr_cot⚠
- gr_
cot_ ⚠pi - gr_coth⚠
- gr_
coulomb ⚠ - gr_
coulomb_ ⚠f - gr_
coulomb_ ⚠g - gr_
coulomb_ ⚠hneg - gr_
coulomb_ ⚠hpos - gr_csc⚠
- gr_
csc_ ⚠pi - gr_csch⚠
- gr_csgn⚠
- gr_
ctx_ ⚠ca_ get_ option - gr_
ctx_ ⚠ca_ set_ option - gr_
ctx_ ⚠clear - gr_
ctx_ ⚠cmp_ coercion - gr_
ctx_ ⚠data_ as_ ptr - gr_
ctx_ ⚠data_ ptr - gr_
ctx_ ⚠fq_ degree - gr_
ctx_ ⚠fq_ order - gr_
ctx_ ⚠fq_ prime - gr_
ctx_ ⚠get_ real_ prec - gr_
ctx_ ⚠get_ str - gr_
ctx_ ⚠has_ real_ prec - gr_
ctx_ ⚠init_ complex_ acb - gr_
ctx_ ⚠init_ complex_ algebraic_ ca - gr_
ctx_ ⚠init_ complex_ ca - gr_
ctx_ ⚠init_ complex_ extended_ ca - gr_
ctx_ ⚠init_ complex_ float_ acf - gr_
ctx_ ⚠init_ complex_ qqbar - gr_
ctx_ ⚠init_ dirichlet_ group - gr_
ctx_ ⚠init_ fexpr - gr_
ctx_ ⚠init_ fmpq - gr_
ctx_ ⚠init_ fmpq_ poly - gr_
ctx_ ⚠init_ fmpz - gr_
ctx_ ⚠init_ fmpz_ mod - gr_
ctx_ ⚠init_ fmpz_ mpoly_ q - gr_
ctx_ ⚠init_ fmpz_ poly - gr_
ctx_ ⚠init_ fmpzi - gr_
ctx_ ⚠init_ fq - gr_
ctx_ ⚠init_ fq_ nmod - gr_
ctx_ ⚠init_ fq_ zech - gr_
ctx_ ⚠init_ gr_ poly - gr_
ctx_ ⚠init_ gr_ series - gr_
ctx_ ⚠init_ matrix_ domain - gr_
ctx_ ⚠init_ matrix_ ring - gr_
ctx_ ⚠init_ matrix_ space - gr_
ctx_ ⚠init_ mpn_ mod - gr_
ctx_ ⚠init_ mpn_ mod_ randtest - gr_
ctx_ ⚠init_ nf - gr_
ctx_ ⚠init_ nf_ fmpz_ poly - gr_
ctx_ ⚠init_ nmod - gr_
ctx_ ⚠init_ nmod8 - gr_
ctx_ ⚠init_ nmod32 - gr_
ctx_ ⚠init_ perm - gr_
ctx_ ⚠init_ psl2z - gr_
ctx_ ⚠init_ random - gr_
ctx_ ⚠init_ real_ algebraic_ ca - gr_
ctx_ ⚠init_ real_ arb - gr_
ctx_ ⚠init_ real_ ca - gr_
ctx_ ⚠init_ real_ float_ arf - gr_
ctx_ ⚠init_ real_ qqbar - gr_
ctx_ ⚠init_ series_ mod_ gr_ poly - gr_
ctx_ ⚠init_ vector_ gr_ vec - gr_
ctx_ ⚠init_ vector_ space_ gr_ vec - gr_
ctx_ ⚠is_ algebraically_ closed - gr_
ctx_ ⚠is_ canonical - gr_
ctx_ ⚠is_ commutative_ ring - gr_
ctx_ ⚠is_ exact - gr_
ctx_ ⚠is_ field - gr_
ctx_ ⚠is_ finite - gr_
ctx_ ⚠is_ finite_ characteristic - gr_
ctx_ ⚠is_ integral_ domain - gr_
ctx_ ⚠is_ multiplicative_ group - gr_
ctx_ ⚠is_ ordered_ ring - gr_
ctx_ ⚠is_ ring - gr_
ctx_ ⚠is_ threadsafe - gr_
ctx_ ⚠is_ unique_ factorization_ domain - gr_
ctx_ ⚠is_ zero_ ring - gr_
ctx_ ⚠print - gr_
ctx_ ⚠println - gr_
ctx_ ⚠set_ gen_ name - gr_
ctx_ ⚠set_ gen_ names - gr_
ctx_ ⚠set_ is_ field - gr_
ctx_ ⚠set_ real_ prec - gr_
ctx_ ⚠sizeof_ ctx - gr_
ctx_ ⚠sizeof_ elem - gr_
ctx_ ⚠write - gr_
dedekind_ ⚠eta - gr_
dedekind_ ⚠eta_ q - gr_
denominator ⚠ - gr_
digamma ⚠ - gr_
dilog ⚠ - gr_
dirichlet_ ⚠beta - gr_
dirichlet_ ⚠chi_ fmpz - gr_
dirichlet_ ⚠chi_ vec - gr_
dirichlet_ ⚠eta - gr_
dirichlet_ ⚠hardy_ theta - gr_
dirichlet_ ⚠hardy_ z - gr_
dirichlet_ ⚠l - gr_
dirichlet_ ⚠l_ all - gr_div⚠
- gr_
div_ ⚠fmpq - gr_
div_ ⚠fmpz - gr_
div_ ⚠nonunique - gr_
div_ ⚠other - gr_
div_ ⚠si - gr_
div_ ⚠ui - gr_
divexact ⚠ - gr_
divexact_ ⚠fmpq - gr_
divexact_ ⚠fmpz - gr_
divexact_ ⚠other - gr_
divexact_ ⚠si - gr_
divexact_ ⚠ui - gr_
divides ⚠ - gr_
doublefac ⚠ - gr_
doublefac_ ⚠ui - gr_
eisenstein_ ⚠e - gr_
eisenstein_ ⚠g - gr_
eisenstein_ ⚠g_ vec - gr_
elliptic_ ⚠e - gr_
elliptic_ ⚠e_ inc - gr_
elliptic_ ⚠f - gr_
elliptic_ ⚠invariants - gr_
elliptic_ ⚠k - gr_
elliptic_ ⚠pi - gr_
elliptic_ ⚠pi_ inc - gr_
elliptic_ ⚠roots - gr_
equal ⚠ - gr_erf⚠
- gr_erfc⚠
- gr_
erfcinv ⚠ - gr_
erfcx ⚠ - gr_erfi⚠
- gr_
erfinv ⚠ - gr_
euclidean_ ⚠div - gr_
euclidean_ ⚠divrem - gr_
euclidean_ ⚠rem - gr_
euler ⚠ - gr_
eulernum_ ⚠fmpz - gr_
eulernum_ ⚠ui - gr_
eulernum_ ⚠vec - gr_
eulerpoly_ ⚠ui - gr_exp⚠
- gr_exp2⚠
- gr_
exp10 ⚠ - gr_
exp_ ⚠integral - gr_
exp_ ⚠integral_ ei - gr_
exp_ ⚠pi_ i - gr_
expm1 ⚠ - gr_fac⚠
- gr_
fac_ ⚠fmpz - gr_
fac_ ⚠ui - gr_
fac_ ⚠vec - gr_
factor ⚠ - gr_
falling ⚠ - gr_
falling_ ⚠ui - gr_
fib_ ⚠fmpz - gr_
fib_ ⚠ui - gr_
fib_ ⚠vec - gr_
floor ⚠ - gr_
fmpz_ ⚠mpoly_ evaluate - gr_
fmpz_ ⚠mpoly_ evaluate_ horner - gr_
fmpz_ ⚠mpoly_ evaluate_ iter - gr_
fmpz_ ⚠poly_ evaluate - gr_
fmpz_ ⚠poly_ evaluate_ horner - gr_
fmpz_ ⚠poly_ evaluate_ rectangular - gr_
fq_ ⚠frobenius - gr_
fq_ ⚠is_ primitive - gr_
fq_ ⚠multiplicative_ order - gr_
fq_ ⚠norm - gr_
fq_ ⚠pth_ root - gr_
fq_ ⚠trace - gr_
fresnel ⚠ - gr_
fresnel_ ⚠c - gr_
fresnel_ ⚠s - gr_
gamma ⚠ - gr_
gamma_ ⚠fmpq - gr_
gamma_ ⚠fmpz - gr_
gamma_ ⚠lower - gr_
gamma_ ⚠upper - gr_gcd⚠
- gr_ge⚠
- gr_
gegenbauer_ ⚠c - gr_gen⚠
- gr_
generic_ ⚠acot - gr_
generic_ ⚠acoth - gr_
generic_ ⚠acsc - gr_
generic_ ⚠acsch - gr_
generic_ ⚠add_ fmpq - gr_
generic_ ⚠add_ fmpz - gr_
generic_ ⚠add_ other - gr_
generic_ ⚠add_ si - gr_
generic_ ⚠add_ ui - gr_
generic_ ⚠addmul - gr_
generic_ ⚠addmul_ fmpq - gr_
generic_ ⚠addmul_ fmpz - gr_
generic_ ⚠addmul_ other - gr_
generic_ ⚠addmul_ si - gr_
generic_ ⚠addmul_ ui - gr_
generic_ ⚠asec - gr_
generic_ ⚠asech - gr_
generic_ ⚠asin - gr_
generic_ ⚠asinh - gr_
generic_ ⚠atan - gr_
generic_ ⚠atanh - gr_
generic_ ⚠bellnum_ fmpz - gr_
generic_ ⚠bellnum_ ui - gr_
generic_ ⚠bellnum_ vec - gr_
generic_ ⚠bernoulli_ fmpz - gr_
generic_ ⚠bernoulli_ ui - gr_
generic_ ⚠bernoulli_ vec - gr_
generic_ ⚠beta - gr_
generic_ ⚠bin - gr_
generic_ ⚠bin_ ui - gr_
generic_ ⚠bin_ ui_ vec - gr_
generic_ ⚠bin_ uiui - gr_
generic_ ⚠bin_ vec - gr_
generic_ ⚠chebyshev_ t2_ fmpz - gr_
generic_ ⚠chebyshev_ t_ fmpz - gr_
generic_ ⚠chebyshev_ u2_ fmpz - gr_
generic_ ⚠chebyshev_ u_ fmpz - gr_
generic_ ⚠cmp - gr_
generic_ ⚠cmp_ other - gr_
generic_ ⚠cmpabs - gr_
generic_ ⚠cmpabs_ other - gr_
generic_ ⚠cos - gr_
generic_ ⚠ctx_ clear - gr_
generic_ ⚠ctx_ predicate - gr_
generic_ ⚠ctx_ predicate_ false - gr_
generic_ ⚠ctx_ predicate_ true - gr_
generic_ ⚠denominator - gr_
generic_ ⚠div_ fmpq - gr_
generic_ ⚠div_ fmpz - gr_
generic_ ⚠div_ other - gr_
generic_ ⚠div_ si - gr_
generic_ ⚠div_ ui - gr_
generic_ ⚠divexact - gr_
generic_ ⚠doublefac - gr_
generic_ ⚠doublefac_ ui - gr_
generic_ ⚠erfcx - gr_
generic_ ⚠eulernum_ fmpz - gr_
generic_ ⚠eulernum_ ui - gr_
generic_ ⚠eulernum_ vec - gr_
generic_ ⚠exp - gr_
generic_ ⚠exp2 - gr_
generic_ ⚠exp10 - gr_
generic_ ⚠expm1 - gr_
generic_ ⚠fac - gr_
generic_ ⚠fac_ fmpz - gr_
generic_ ⚠fac_ ui - gr_
generic_ ⚠fac_ vec - gr_
generic_ ⚠falling - gr_
generic_ ⚠falling_ ui - gr_
generic_ ⚠fib2_ fmpz - gr_
generic_ ⚠fib_ fmpz - gr_
generic_ ⚠fib_ ui - gr_
generic_ ⚠fib_ vec - gr_
generic_ ⚠gens - gr_
generic_ ⚠gens_ recursive - gr_
generic_ ⚠gens_ single - gr_
generic_ ⚠get_ fmpz_ 2exp_ fmpz - gr_
generic_ ⚠harmonic - gr_
generic_ ⚠harmonic_ ui - gr_
generic_ ⚠hilbert_ class_ poly - gr_
generic_ ⚠inv - gr_
generic_ ⚠is_ invertible - gr_
generic_ ⚠is_ neg_ one - gr_
generic_ ⚠is_ one - gr_
generic_ ⚠is_ square - gr_
generic_ ⚠is_ zero - gr_
generic_ ⚠log - gr_
generic_ ⚠log2 - gr_
generic_ ⚠log1p - gr_
generic_ ⚠log10 - gr_
generic_ ⚠mul_ 2exp_ fmpz - gr_
generic_ ⚠mul_ 2exp_ si - gr_
generic_ ⚠mul_ fmpq - gr_
generic_ ⚠mul_ fmpz - gr_
generic_ ⚠mul_ other - gr_
generic_ ⚠mul_ si - gr_
generic_ ⚠mul_ two - gr_
generic_ ⚠mul_ ui - gr_
generic_ ⚠neg_ one - gr_
generic_ ⚠numerator - gr_
generic_ ⚠other_ add - gr_
generic_ ⚠other_ add_ vec - gr_
generic_ ⚠other_ div - gr_
generic_ ⚠other_ div_ vec - gr_
generic_ ⚠other_ divexact_ vec - gr_
generic_ ⚠other_ mul - gr_
generic_ ⚠other_ mul_ vec - gr_
generic_ ⚠other_ pow - gr_
generic_ ⚠other_ pow_ vec - gr_
generic_ ⚠other_ sub - gr_
generic_ ⚠other_ sub_ vec - gr_
generic_ ⚠partitions_ fmpz - gr_
generic_ ⚠partitions_ ui - gr_
generic_ ⚠partitions_ vec - gr_
generic_ ⚠pow_ fmpq - gr_
generic_ ⚠pow_ fmpz - gr_
generic_ ⚠pow_ fmpz_ binexp - gr_
generic_ ⚠pow_ fmpz_ sliding - gr_
generic_ ⚠pow_ other - gr_
generic_ ⚠pow_ si - gr_
generic_ ⚠pow_ ui - gr_
generic_ ⚠pow_ ui_ binexp - gr_
generic_ ⚠pow_ ui_ sliding - gr_
generic_ ⚠randtest_ not_ zero - gr_
generic_ ⚠randtest_ small - gr_
generic_ ⚠rfac - gr_
generic_ ⚠rfac_ fmpz - gr_
generic_ ⚠rfac_ ui - gr_
generic_ ⚠rfac_ vec - gr_
generic_ ⚠rising - gr_
generic_ ⚠rising_ ui - gr_
generic_ ⚠rsqrt - gr_
generic_ ⚠scalar_ add_ vec - gr_
generic_ ⚠scalar_ div_ vec - gr_
generic_ ⚠scalar_ divexact_ vec - gr_
generic_ ⚠scalar_ mul_ vec - gr_
generic_ ⚠scalar_ other_ add_ vec - gr_
generic_ ⚠scalar_ other_ div_ vec - gr_
generic_ ⚠scalar_ other_ divexact_ vec - gr_
generic_ ⚠scalar_ other_ mul_ vec - gr_
generic_ ⚠scalar_ other_ pow_ vec - gr_
generic_ ⚠scalar_ other_ sub_ vec - gr_
generic_ ⚠scalar_ pow_ vec - gr_
generic_ ⚠scalar_ sub_ vec - gr_
generic_ ⚠set_ fexpr - gr_
generic_ ⚠set_ fmpq - gr_
generic_ ⚠set_ fmpz_ 2exp_ fmpz - gr_
generic_ ⚠set_ fmpz_ 10exp_ fmpz - gr_
generic_ ⚠set_ other - gr_
generic_ ⚠set_ shallow - gr_
generic_ ⚠set_ str - gr_
generic_ ⚠set_ str_ balance_ additions - gr_
generic_ ⚠set_ str_ expr - gr_
generic_ ⚠set_ str_ ring_ exponents - gr_
generic_ ⚠sin - gr_
generic_ ⚠sin_ cos - gr_
generic_ ⚠sqr - gr_
generic_ ⚠sqrt - gr_
generic_ ⚠stirling_ s1_ ui_ vec - gr_
generic_ ⚠stirling_ s1_ uiui - gr_
generic_ ⚠stirling_ s1u_ ui_ vec - gr_
generic_ ⚠stirling_ s1u_ uiui - gr_
generic_ ⚠stirling_ s2_ ui_ vec - gr_
generic_ ⚠stirling_ s2_ uiui - gr_
generic_ ⚠sub_ fmpq - gr_
generic_ ⚠sub_ fmpz - gr_
generic_ ⚠sub_ other - gr_
generic_ ⚠sub_ si - gr_
generic_ ⚠sub_ ui - gr_
generic_ ⚠submul - gr_
generic_ ⚠submul_ fmpq - gr_
generic_ ⚠submul_ fmpz - gr_
generic_ ⚠submul_ other - gr_
generic_ ⚠submul_ si - gr_
generic_ ⚠submul_ ui - gr_
generic_ ⚠tan - gr_
generic_ ⚠vec_ add - gr_
generic_ ⚠vec_ add_ other - gr_
generic_ ⚠vec_ add_ scalar - gr_
generic_ ⚠vec_ add_ scalar_ fmpq - gr_
generic_ ⚠vec_ add_ scalar_ fmpz - gr_
generic_ ⚠vec_ add_ scalar_ other - gr_
generic_ ⚠vec_ add_ scalar_ si - gr_
generic_ ⚠vec_ add_ scalar_ ui - gr_
generic_ ⚠vec_ clear - gr_
generic_ ⚠vec_ div - gr_
generic_ ⚠vec_ div_ other - gr_
generic_ ⚠vec_ div_ scalar - gr_
generic_ ⚠vec_ div_ scalar_ fmpq - gr_
generic_ ⚠vec_ div_ scalar_ fmpz - gr_
generic_ ⚠vec_ div_ scalar_ other - gr_
generic_ ⚠vec_ div_ scalar_ si - gr_
generic_ ⚠vec_ div_ scalar_ ui - gr_
generic_ ⚠vec_ divexact - gr_
generic_ ⚠vec_ divexact_ other - gr_
generic_ ⚠vec_ divexact_ scalar - gr_
generic_ ⚠vec_ divexact_ scalar_ fmpq - gr_
generic_ ⚠vec_ divexact_ scalar_ fmpz - gr_
generic_ ⚠vec_ divexact_ scalar_ other - gr_
generic_ ⚠vec_ divexact_ scalar_ si - gr_
generic_ ⚠vec_ divexact_ scalar_ ui - gr_
generic_ ⚠vec_ dot - gr_
generic_ ⚠vec_ dot_ fmpz - gr_
generic_ ⚠vec_ dot_ rev - gr_
generic_ ⚠vec_ dot_ si - gr_
generic_ ⚠vec_ dot_ ui - gr_
generic_ ⚠vec_ equal - gr_
generic_ ⚠vec_ init - gr_
generic_ ⚠vec_ is_ zero - gr_
generic_ ⚠vec_ mul - gr_
generic_ ⚠vec_ mul_ other - gr_
generic_ ⚠vec_ mul_ scalar - gr_
generic_ ⚠vec_ mul_ scalar_ 2exp_ si - gr_
generic_ ⚠vec_ mul_ scalar_ fmpq - gr_
generic_ ⚠vec_ mul_ scalar_ fmpz - gr_
generic_ ⚠vec_ mul_ scalar_ other - gr_
generic_ ⚠vec_ mul_ scalar_ si - gr_
generic_ ⚠vec_ mul_ scalar_ ui - gr_
generic_ ⚠vec_ neg - gr_
generic_ ⚠vec_ normalise - gr_
generic_ ⚠vec_ normalise_ weak - gr_
generic_ ⚠vec_ pow - gr_
generic_ ⚠vec_ pow_ other - gr_
generic_ ⚠vec_ pow_ scalar - gr_
generic_ ⚠vec_ pow_ scalar_ fmpq - gr_
generic_ ⚠vec_ pow_ scalar_ fmpz - gr_
generic_ ⚠vec_ pow_ scalar_ other - gr_
generic_ ⚠vec_ pow_ scalar_ si - gr_
generic_ ⚠vec_ pow_ scalar_ ui - gr_
generic_ ⚠vec_ reciprocals - gr_
generic_ ⚠vec_ scalar_ addmul - gr_
generic_ ⚠vec_ scalar_ addmul_ si - gr_
generic_ ⚠vec_ scalar_ submul - gr_
generic_ ⚠vec_ scalar_ submul_ si - gr_
generic_ ⚠vec_ set - gr_
generic_ ⚠vec_ set_ powers - gr_
generic_ ⚠vec_ sub - gr_
generic_ ⚠vec_ sub_ other - gr_
generic_ ⚠vec_ sub_ scalar - gr_
generic_ ⚠vec_ sub_ scalar_ fmpq - gr_
generic_ ⚠vec_ sub_ scalar_ fmpz - gr_
generic_ ⚠vec_ sub_ scalar_ other - gr_
generic_ ⚠vec_ sub_ scalar_ si - gr_
generic_ ⚠vec_ sub_ scalar_ ui - gr_
generic_ ⚠vec_ swap - gr_
generic_ ⚠vec_ zero - gr_
generic_ ⚠write_ n - gr_gens⚠
- gr_
gens_ ⚠recursive - gr_
get_ ⚠d - gr_
get_ ⚠fexpr - gr_
get_ ⚠fexpr_ serialize - gr_
get_ ⚠fmpq - gr_
get_ ⚠fmpz - gr_
get_ ⚠fmpz_ 2exp_ fmpz - gr_
get_ ⚠si - gr_
get_ ⚠str - gr_
get_ ⚠str_ n - gr_
get_ ⚠ui - gr_
glaisher ⚠ - gr_gt⚠
- gr_
harmonic ⚠ - gr_
harmonic_ ⚠ui - gr_
heap_ ⚠clear - gr_
heap_ ⚠clear_ vec - gr_
heap_ ⚠init - gr_
heap_ ⚠init_ vec - gr_
hermite_ ⚠h - gr_
hilbert_ ⚠class_ poly - gr_
hurwitz_ ⚠zeta - gr_
hypgeom_ ⚠0f1 - gr_
hypgeom_ ⚠1f1 - gr_
hypgeom_ ⚠2f1 - gr_
hypgeom_ ⚠pfq - gr_
hypgeom_ ⚠u - gr_i⚠
- gr_im⚠
- gr_init⚠
- gr_inv⚠
- gr_
is_ ⚠invertible - gr_
is_ ⚠neg_ one - gr_
is_ ⚠one - gr_
is_ ⚠square - gr_
is_ ⚠zero - gr_
jacobi_ ⚠p - gr_
jacobi_ ⚠theta - gr_
jacobi_ ⚠theta_ 1 - gr_
jacobi_ ⚠theta_ 2 - gr_
jacobi_ ⚠theta_ 3 - gr_
jacobi_ ⚠theta_ 4 - gr_
khinchin ⚠ - gr_
laguerre_ ⚠l - gr_
lambertw ⚠ - gr_
lambertw_ ⚠fmpz - gr_lcm⚠
- gr_le⚠
- gr_
legendre_ ⚠p - gr_
legendre_ ⚠p_ root_ ui - gr_
legendre_ ⚠q - gr_
lerch_ ⚠phi - gr_
lgamma ⚠ - gr_log⚠
- gr_log2⚠
- gr_
log1p ⚠ - gr_
log10 ⚠ - gr_
log_ ⚠barnes_ g - gr_
log_ ⚠integral - gr_
log_ ⚠pi_ i - gr_lt⚠
- gr_
mat_ ⚠add - gr_
mat_ ⚠add_ fmpq - gr_
mat_ ⚠add_ fmpz - gr_
mat_ ⚠add_ scalar - gr_
mat_ ⚠add_ scalar_ other - gr_
mat_ ⚠add_ si - gr_
mat_ ⚠add_ ui - gr_
mat_ ⚠addmul_ scalar - gr_
mat_ ⚠adjugate - gr_
mat_ ⚠adjugate_ charpoly - gr_
mat_ ⚠adjugate_ cofactor - gr_
mat_ ⚠apply_ row_ similarity - gr_
mat_ ⚠charpoly - gr_
mat_ ⚠charpoly_ berkowitz - gr_
mat_ ⚠charpoly_ danilevsky - gr_
mat_ ⚠charpoly_ faddeev - gr_
mat_ ⚠charpoly_ faddeev_ bsgs - gr_
mat_ ⚠charpoly_ from_ hessenberg - gr_
mat_ ⚠charpoly_ gauss - gr_
mat_ ⚠charpoly_ householder - gr_
mat_ ⚠clear - gr_
mat_ ⚠concat_ horizontal - gr_
mat_ ⚠concat_ vertical - gr_
mat_ ⚠det - gr_
mat_ ⚠det_ berkowitz - gr_
mat_ ⚠det_ cofactor - gr_
mat_ ⚠det_ fflu - gr_
mat_ ⚠det_ generic - gr_
mat_ ⚠det_ generic_ field - gr_
mat_ ⚠det_ generic_ integral_ domain - gr_
mat_ ⚠det_ lu - gr_
mat_ ⚠diag_ mul - gr_
mat_ ⚠diagonalization - gr_
mat_ ⚠diagonalization_ generic - gr_
mat_ ⚠diagonalization_ precomp - gr_
mat_ ⚠div_ fmpq - gr_
mat_ ⚠div_ fmpz - gr_
mat_ ⚠div_ scalar - gr_
mat_ ⚠div_ scalar_ other - gr_
mat_ ⚠div_ si - gr_
mat_ ⚠div_ ui - gr_
mat_ ⚠eigenvalues - gr_
mat_ ⚠eigenvalues_ other - gr_
mat_ ⚠entry_ ptr - gr_
mat_ ⚠entry_ srcptr - gr_
mat_ ⚠entrywise_ binary_ op - gr_
mat_ ⚠entrywise_ binary_ op_ scalar - gr_
mat_ ⚠entrywise_ binary_ predicate_ all - gr_
mat_ ⚠entrywise_ unary_ op - gr_
mat_ ⚠entrywise_ unary_ predicate_ all - gr_
mat_ ⚠entrywise_ unary_ predicate_ any - gr_
mat_ ⚠equal - gr_
mat_ ⚠exp - gr_
mat_ ⚠exp_ jordan - gr_
mat_ ⚠fflu - gr_
mat_ ⚠find_ nonzero_ pivot - gr_
mat_ ⚠find_ nonzero_ pivot_ generic - gr_
mat_ ⚠find_ nonzero_ pivot_ large_ abs - gr_
mat_ ⚠gr_ poly_ evaluate - gr_
mat_ ⚠hadamard - gr_
mat_ ⚠hessenberg - gr_
mat_ ⚠hessenberg_ gauss - gr_
mat_ ⚠hessenberg_ householder - gr_
mat_ ⚠hilbert - gr_
mat_ ⚠init - gr_
mat_ ⚠init_ set - gr_
mat_ ⚠inv - gr_
mat_ ⚠invert_ cols - gr_
mat_ ⚠invert_ rows - gr_
mat_ ⚠is_ diagonal - gr_
mat_ ⚠is_ empty - gr_
mat_ ⚠is_ hessenberg - gr_
mat_ ⚠is_ lower_ triangular - gr_
mat_ ⚠is_ neg_ one - gr_
mat_ ⚠is_ one - gr_
mat_ ⚠is_ scalar - gr_
mat_ ⚠is_ square - gr_
mat_ ⚠is_ upper_ triangular - gr_
mat_ ⚠is_ zero - gr_
mat_ ⚠jordan_ blocks - gr_
mat_ ⚠jordan_ form - gr_
mat_ ⚠jordan_ transformation - gr_
mat_ ⚠log - gr_
mat_ ⚠log_ jordan - gr_
mat_ ⚠lu - gr_
mat_ ⚠lu_ classical - gr_
mat_ ⚠lu_ generic - gr_
mat_ ⚠lu_ recursive - gr_
mat_ ⚠minpoly_ field - gr_
mat_ ⚠mul - gr_
mat_ ⚠mul_ classical - gr_
mat_ ⚠mul_ diag - gr_
mat_ ⚠mul_ fmpq - gr_
mat_ ⚠mul_ fmpz - gr_
mat_ ⚠mul_ generic - gr_
mat_ ⚠mul_ scalar - gr_
mat_ ⚠mul_ scalar_ other - gr_
mat_ ⚠mul_ si - gr_
mat_ ⚠mul_ strassen - gr_
mat_ ⚠mul_ ui - gr_
mat_ ⚠mul_ waksman - gr_
mat_ ⚠neg - gr_
mat_ ⚠nonsingular_ solve - gr_
mat_ ⚠nonsingular_ solve_ den - gr_
mat_ ⚠nonsingular_ solve_ den_ fflu - gr_
mat_ ⚠nonsingular_ solve_ fflu - gr_
mat_ ⚠nonsingular_ solve_ fflu_ precomp - gr_
mat_ ⚠nonsingular_ solve_ lu - gr_
mat_ ⚠nonsingular_ solve_ lu_ precomp - gr_
mat_ ⚠nonsingular_ solve_ tril - gr_
mat_ ⚠nonsingular_ solve_ tril_ classical - gr_
mat_ ⚠nonsingular_ solve_ tril_ generic - gr_
mat_ ⚠nonsingular_ solve_ tril_ recursive - gr_
mat_ ⚠nonsingular_ solve_ triu - gr_
mat_ ⚠nonsingular_ solve_ triu_ classical - gr_
mat_ ⚠nonsingular_ solve_ triu_ generic - gr_
mat_ ⚠nonsingular_ solve_ triu_ recursive - gr_
mat_ ⚠norm_ 1 - gr_
mat_ ⚠norm_ frobenius - gr_
mat_ ⚠norm_ inf - gr_
mat_ ⚠norm_ max - gr_
mat_ ⚠nullspace - gr_
mat_ ⚠one - gr_
mat_ ⚠ones - gr_
mat_ ⚠pascal - gr_
mat_ ⚠print - gr_
mat_ ⚠randops - gr_
mat_ ⚠randpermdiag - gr_
mat_ ⚠randrank - gr_
mat_ ⚠randtest - gr_
mat_ ⚠rank - gr_
mat_ ⚠rank_ fflu - gr_
mat_ ⚠rank_ lu - gr_
mat_ ⚠reduce_ row - gr_
mat_ ⚠rref - gr_
mat_ ⚠rref_ den - gr_
mat_ ⚠rref_ den_ fflu - gr_
mat_ ⚠rref_ fflu - gr_
mat_ ⚠rref_ lu - gr_
mat_ ⚠scalar_ add - gr_
mat_ ⚠scalar_ mul - gr_
mat_ ⚠scalar_ other_ add - gr_
mat_ ⚠scalar_ other_ mul - gr_
mat_ ⚠scalar_ other_ sub - gr_
mat_ ⚠scalar_ sub - gr_
mat_ ⚠set - gr_
mat_ ⚠set_ fmpq - gr_
mat_ ⚠set_ fmpq_ mat - gr_
mat_ ⚠set_ fmpz - gr_
mat_ ⚠set_ fmpz_ mat - gr_
mat_ ⚠set_ gr_ mat_ other - gr_
mat_ ⚠set_ jordan_ blocks - gr_
mat_ ⚠set_ scalar - gr_
mat_ ⚠set_ si - gr_
mat_ ⚠set_ ui - gr_
mat_ ⚠solve_ field - gr_
mat_ ⚠sqr - gr_
mat_ ⚠stirling - gr_
mat_ ⚠sub - gr_
mat_ ⚠sub_ fmpq - gr_
mat_ ⚠sub_ fmpz - gr_
mat_ ⚠sub_ scalar - gr_
mat_ ⚠sub_ scalar_ other - gr_
mat_ ⚠sub_ si - gr_
mat_ ⚠sub_ ui - gr_
mat_ ⚠submul_ scalar - gr_
mat_ ⚠swap - gr_
mat_ ⚠swap_ cols - gr_
mat_ ⚠swap_ entrywise - gr_
mat_ ⚠swap_ rows - gr_
mat_ ⚠test_ approx_ mul_ max_ norm - gr_
mat_ ⚠test_ approx_ mul_ pos_ entrywise_ accurate - gr_
mat_ ⚠test_ det - gr_
mat_ ⚠test_ lu - gr_
mat_ ⚠test_ mul - gr_
mat_ ⚠test_ nonsingular_ solve_ tril - gr_
mat_ ⚠test_ nonsingular_ solve_ triu - gr_
mat_ ⚠trace - gr_
mat_ ⚠transpose - gr_
mat_ ⚠window_ clear - gr_
mat_ ⚠window_ init - gr_
mat_ ⚠write - gr_
mat_ ⚠zero - gr_max⚠
- gr_
method_ ⚠tab_ init - gr_min⚠
- gr_
modular_ ⚠delta - gr_
modular_ ⚠j - gr_
modular_ ⚠lambda - gr_
mpoly_ ⚠add - gr_
mpoly_ ⚠assert_ canonical - gr_
mpoly_ ⚠clear - gr_
mpoly_ ⚠combine_ like_ terms - gr_
mpoly_ ⚠ctx_ clear - gr_
mpoly_ ⚠ctx_ init - gr_
mpoly_ ⚠ctx_ init_ rand - gr_
mpoly_ ⚠ctx_ is_ commutative_ ring - gr_
mpoly_ ⚠ctx_ is_ field - gr_
mpoly_ ⚠ctx_ is_ integral_ domain - gr_
mpoly_ ⚠ctx_ is_ ring - gr_
mpoly_ ⚠ctx_ is_ threadsafe - gr_
mpoly_ ⚠ctx_ is_ zero_ ring - gr_
mpoly_ ⚠ctx_ set_ gen_ names - gr_
mpoly_ ⚠ctx_ write - gr_
mpoly_ ⚠equal - gr_
mpoly_ ⚠fit_ bits - gr_
mpoly_ ⚠fit_ length - gr_
mpoly_ ⚠fit_ length_ fit_ bits - gr_
mpoly_ ⚠fit_ length_ reset_ bits - gr_
mpoly_ ⚠gen - gr_
mpoly_ ⚠gens - gr_
mpoly_ ⚠gens_ recursive - gr_
mpoly_ ⚠get_ coeff_ scalar_ fmpz - gr_
mpoly_ ⚠get_ coeff_ scalar_ ui - gr_
mpoly_ ⚠init - gr_
mpoly_ ⚠init2 - gr_
mpoly_ ⚠init3 - gr_
mpoly_ ⚠is_ canonical - gr_
mpoly_ ⚠is_ gen - gr_
mpoly_ ⚠is_ one - gr_
mpoly_ ⚠is_ zero - gr_
mpoly_ ⚠length - gr_
mpoly_ ⚠mul - gr_
mpoly_ ⚠mul_ fmpq - gr_
mpoly_ ⚠mul_ fmpz - gr_
mpoly_ ⚠mul_ johnson - gr_
mpoly_ ⚠mul_ monomial - gr_
mpoly_ ⚠mul_ scalar - gr_
mpoly_ ⚠mul_ si - gr_
mpoly_ ⚠mul_ ui - gr_
mpoly_ ⚠neg - gr_
mpoly_ ⚠one - gr_
mpoly_ ⚠print_ pretty - gr_
mpoly_ ⚠push_ term_ scalar_ fmpz - gr_
mpoly_ ⚠push_ term_ scalar_ ui - gr_
mpoly_ ⚠randtest_ bits - gr_
mpoly_ ⚠set - gr_
mpoly_ ⚠set_ coeff_ fmpq_ fmpz - gr_
mpoly_ ⚠set_ coeff_ fmpq_ ui - gr_
mpoly_ ⚠set_ coeff_ fmpz_ fmpz - gr_
mpoly_ ⚠set_ coeff_ fmpz_ ui - gr_
mpoly_ ⚠set_ coeff_ scalar_ fmpz - gr_
mpoly_ ⚠set_ coeff_ scalar_ ui - gr_
mpoly_ ⚠set_ coeff_ si_ fmpz - gr_
mpoly_ ⚠set_ coeff_ si_ ui - gr_
mpoly_ ⚠set_ coeff_ ui_ fmpz - gr_
mpoly_ ⚠set_ coeff_ ui_ ui - gr_
mpoly_ ⚠set_ fmpq - gr_
mpoly_ ⚠set_ fmpz - gr_
mpoly_ ⚠set_ other - gr_
mpoly_ ⚠set_ scalar - gr_
mpoly_ ⚠set_ shallow - gr_
mpoly_ ⚠set_ si - gr_
mpoly_ ⚠set_ ui - gr_
mpoly_ ⚠sort_ terms - gr_
mpoly_ ⚠sub - gr_
mpoly_ ⚠swap - gr_
mpoly_ ⚠write - gr_
mpoly_ ⚠write_ pretty - gr_
mpoly_ ⚠zero - gr_mul⚠
- gr_
mul_ ⚠2exp_ fmpz - gr_
mul_ ⚠2exp_ si - gr_
mul_ ⚠fmpq - gr_
mul_ ⚠fmpz - gr_
mul_ ⚠other - gr_
mul_ ⚠si - gr_
mul_ ⚠two - gr_
mul_ ⚠ui - gr_neg⚠
- gr_
neg_ ⚠inf - gr_
neg_ ⚠one - gr_nint⚠
- gr_
not_ ⚠equal - gr_
not_ ⚠implemented - gr_
not_ ⚠in_ domain - gr_
numerator ⚠ - gr_one⚠
- gr_
other_ ⚠add - gr_
other_ ⚠div - gr_
other_ ⚠divexact - gr_
other_ ⚠mul - gr_
other_ ⚠pow - gr_
other_ ⚠sub - gr_
partitions_ ⚠fmpz - gr_
partitions_ ⚠ui - gr_
partitions_ ⚠vec - gr_pi⚠
- gr_
poly_ ⚠acos_ series - gr_
poly_ ⚠acosh_ series - gr_
poly_ ⚠add - gr_
poly_ ⚠asin_ series - gr_
poly_ ⚠asinh_ series - gr_
poly_ ⚠atan_ series - gr_
poly_ ⚠atanh_ series - gr_
poly_ ⚠clear - gr_
poly_ ⚠compose - gr_
poly_ ⚠compose_ divconquer - gr_
poly_ ⚠compose_ horner - gr_
poly_ ⚠compose_ series - gr_
poly_ ⚠compose_ series_ brent_ kung - gr_
poly_ ⚠compose_ series_ divconquer - gr_
poly_ ⚠compose_ series_ horner - gr_
poly_ ⚠derivative - gr_
poly_ ⚠div - gr_
poly_ ⚠div_ basecase - gr_
poly_ ⚠div_ divconquer - gr_
poly_ ⚠div_ newton - gr_
poly_ ⚠div_ scalar - gr_
poly_ ⚠div_ series - gr_
poly_ ⚠div_ series_ basecase - gr_
poly_ ⚠div_ series_ divconquer - gr_
poly_ ⚠div_ series_ invmul - gr_
poly_ ⚠div_ series_ newton - gr_
poly_ ⚠divexact - gr_
poly_ ⚠divexact_ basecase - gr_
poly_ ⚠divexact_ basecase_ bidirectional - gr_
poly_ ⚠divexact_ bidirectional - gr_
poly_ ⚠divexact_ series_ basecase - gr_
poly_ ⚠divrem - gr_
poly_ ⚠divrem_ basecase - gr_
poly_ ⚠divrem_ divconquer - gr_
poly_ ⚠divrem_ newton - gr_
poly_ ⚠entry_ ptr - gr_
poly_ ⚠entry_ srcptr - gr_
poly_ ⚠equal - gr_
poly_ ⚠evaluate - gr_
poly_ ⚠evaluate_ horner - gr_
poly_ ⚠evaluate_ modular - gr_
poly_ ⚠evaluate_ other - gr_
poly_ ⚠evaluate_ other_ horner - gr_
poly_ ⚠evaluate_ other_ rectangular - gr_
poly_ ⚠evaluate_ rectangular - gr_
poly_ ⚠evaluate_ vec_ fast - gr_
poly_ ⚠evaluate_ vec_ iter - gr_
poly_ ⚠exp_ series - gr_
poly_ ⚠exp_ series_ basecase - gr_
poly_ ⚠exp_ series_ basecase_ mul - gr_
poly_ ⚠exp_ series_ newton - gr_
poly_ ⚠factor_ squarefree - gr_
poly_ ⚠fit_ length - gr_
poly_ ⚠gcd - gr_
poly_ ⚠gcd_ euclidean - gr_
poly_ ⚠gcd_ hgcd - gr_
poly_ ⚠gen - gr_
poly_ ⚠get_ coeff_ scalar - gr_
poly_ ⚠init - gr_
poly_ ⚠init2 - gr_
poly_ ⚠integral - gr_
poly_ ⚠inv - gr_
poly_ ⚠inv_ series - gr_
poly_ ⚠inv_ series_ basecase - gr_
poly_ ⚠inv_ series_ newton - gr_
poly_ ⚠is_ gen - gr_
poly_ ⚠is_ monic - gr_
poly_ ⚠is_ one - gr_
poly_ ⚠is_ scalar - gr_
poly_ ⚠is_ zero - gr_
poly_ ⚠length - gr_
poly_ ⚠log1p_ series - gr_
poly_ ⚠log_ series - gr_
poly_ ⚠make_ monic - gr_
poly_ ⚠mul - gr_
poly_ ⚠mul_ fmpq - gr_
poly_ ⚠mul_ fmpz - gr_
poly_ ⚠mul_ karatsuba - gr_
poly_ ⚠mul_ scalar - gr_
poly_ ⚠mul_ si - gr_
poly_ ⚠mul_ toom33 - gr_
poly_ ⚠mul_ ui - gr_
poly_ ⚠mullow - gr_
poly_ ⚠neg - gr_
poly_ ⚠neg_ one - gr_
poly_ ⚠nth_ derivative - gr_
poly_ ⚠one - gr_
poly_ ⚠pow_ fmpz - gr_
poly_ ⚠pow_ series_ fmpq_ recurrence - gr_
poly_ ⚠pow_ series_ ui - gr_
poly_ ⚠pow_ series_ ui_ binexp - gr_
poly_ ⚠pow_ ui - gr_
poly_ ⚠pow_ ui_ binexp - gr_
poly_ ⚠print - gr_
poly_ ⚠randtest - gr_
poly_ ⚠rem - gr_
poly_ ⚠resultant - gr_
poly_ ⚠resultant_ euclidean - gr_
poly_ ⚠resultant_ hgcd - gr_
poly_ ⚠resultant_ small - gr_
poly_ ⚠resultant_ sylvester - gr_
poly_ ⚠reverse - gr_
poly_ ⚠revert_ series - gr_
poly_ ⚠revert_ series_ lagrange - gr_
poly_ ⚠revert_ series_ lagrange_ fast - gr_
poly_ ⚠revert_ series_ newton - gr_
poly_ ⚠roots - gr_
poly_ ⚠roots_ other - gr_
poly_ ⚠rsqrt_ series - gr_
poly_ ⚠rsqrt_ series_ basecase - gr_
poly_ ⚠rsqrt_ series_ miller - gr_
poly_ ⚠rsqrt_ series_ newton - gr_
poly_ ⚠set - gr_
poly_ ⚠set_ coeff_ fmpq - gr_
poly_ ⚠set_ coeff_ fmpz - gr_
poly_ ⚠set_ coeff_ scalar - gr_
poly_ ⚠set_ coeff_ si - gr_
poly_ ⚠set_ coeff_ ui - gr_
poly_ ⚠set_ fmpq - gr_
poly_ ⚠set_ fmpq_ poly - gr_
poly_ ⚠set_ fmpz - gr_
poly_ ⚠set_ fmpz_ poly - gr_
poly_ ⚠set_ gr_ poly_ other - gr_
poly_ ⚠set_ scalar - gr_
poly_ ⚠set_ si - gr_
poly_ ⚠set_ ui - gr_
poly_ ⚠shift_ left - gr_
poly_ ⚠shift_ right - gr_
poly_ ⚠sin_ cos_ series_ basecase - gr_
poly_ ⚠sin_ cos_ series_ tangent - gr_
poly_ ⚠sqrt_ series - gr_
poly_ ⚠sqrt_ series_ basecase - gr_
poly_ ⚠sqrt_ series_ miller - gr_
poly_ ⚠sqrt_ series_ newton - gr_
poly_ ⚠squarefree_ part - gr_
poly_ ⚠sub - gr_
poly_ ⚠swap - gr_
poly_ ⚠tan_ series - gr_
poly_ ⚠tan_ series_ basecase - gr_
poly_ ⚠tan_ series_ newton - gr_
poly_ ⚠taylor_ shift - gr_
poly_ ⚠taylor_ shift_ convolution - gr_
poly_ ⚠taylor_ shift_ divconquer - gr_
poly_ ⚠taylor_ shift_ horner - gr_
poly_ ⚠truncate - gr_
poly_ ⚠write - gr_
poly_ ⚠xgcd - gr_
poly_ ⚠xgcd_ euclidean - gr_
poly_ ⚠xgcd_ hgcd - gr_
poly_ ⚠xgcd_ wrapper - gr_
poly_ ⚠zero - gr_
polygamma ⚠ - gr_
polylog ⚠ - gr_
pos_ ⚠inf - gr_pow⚠
- gr_
pow_ ⚠fmpq - gr_
pow_ ⚠fmpz - gr_
pow_ ⚠other - gr_
pow_ ⚠si - gr_
pow_ ⚠ui - gr_
print ⚠ - gr_
println ⚠ - gr_
randtest ⚠ - gr_
randtest_ ⚠not_ zero - gr_
randtest_ ⚠small - gr_re⚠
- gr_rfac⚠
- gr_
rfac_ ⚠fmpz - gr_
rfac_ ⚠ui - gr_
rfac_ ⚠vec - gr_
rgamma ⚠ - gr_
riemann_ ⚠xi - gr_
rising ⚠ - gr_
rising_ ⚠ui - gr_
rsqrt ⚠ - gr_sec⚠
- gr_
sec_ ⚠pi - gr_sech⚠
- gr_set⚠
- gr_
set_ ⚠d - gr_
set_ ⚠fexpr - gr_
set_ ⚠fmpq - gr_
set_ ⚠fmpz - gr_
set_ ⚠fmpz_ 2exp_ fmpz - gr_
set_ ⚠fmpz_ 10exp_ fmpz - gr_
set_ ⚠interval_ mid_ rad - gr_
set_ ⚠other - gr_
set_ ⚠shallow - gr_
set_ ⚠si - gr_
set_ ⚠str - gr_
set_ ⚠ui - gr_sgn⚠
- gr_sin⚠
- gr_
sin_ ⚠cos - gr_
sin_ ⚠cos_ pi - gr_
sin_ ⚠integral - gr_
sin_ ⚠pi - gr_sinc⚠
- gr_
sinc_ ⚠pi - gr_sinh⚠
- gr_
sinh_ ⚠cosh - gr_
sinh_ ⚠integral - gr_
spherical_ ⚠y_ si - gr_sqr⚠
- gr_sqrt⚠
- gr_
stieltjes ⚠ - gr_
stirling_ ⚠s1_ ui_ vec - gr_
stirling_ ⚠s1_ uiui - gr_
stirling_ ⚠s1u_ ui_ vec - gr_
stirling_ ⚠s1u_ uiui - gr_
stirling_ ⚠s2_ ui_ vec - gr_
stirling_ ⚠s2_ uiui - gr_
stream_ ⚠init_ file - gr_
stream_ ⚠init_ str - gr_
stream_ ⚠write - gr_
stream_ ⚠write_ fmpz - gr_
stream_ ⚠write_ free - gr_
stream_ ⚠write_ si - gr_
stream_ ⚠write_ ui - gr_sub⚠
- gr_
sub_ ⚠fmpq - gr_
sub_ ⚠fmpz - gr_
sub_ ⚠other - gr_
sub_ ⚠si - gr_
sub_ ⚠ui - gr_
submul ⚠ - gr_
submul_ ⚠fmpq - gr_
submul_ ⚠fmpz - gr_
submul_ ⚠other - gr_
submul_ ⚠si - gr_
submul_ ⚠ui - gr_swap⚠
- gr_tan⚠
- gr_
tan_ ⚠pi - gr_tanh⚠
- gr_
test_ ⚠approx_ binary_ op - gr_
test_ ⚠approx_ binary_ op_ type_ variants - gr_
test_ ⚠approx_ dot - gr_
test_ ⚠approx_ unary_ op - gr_
test_ ⚠cmp_ fun - gr_
test_ ⚠floating_ point - gr_
test_ ⚠multiplicative_ group - gr_
test_ ⚠ring - gr_
trunc ⚠ - gr_uinf⚠
- gr_
undefined ⚠ - gr_
unknown ⚠ - gr_
vec_ ⚠append - gr_
vec_ ⚠clear - gr_
vec_ ⚠entry_ ptr - gr_
vec_ ⚠entry_ srcptr - gr_
vec_ ⚠fit_ length - gr_
vec_ ⚠init - gr_
vec_ ⚠length - gr_
vec_ ⚠print - gr_
vec_ ⚠set - gr_
vec_ ⚠set_ length - gr_
vec_ ⚠write - gr_
weierstrass_ ⚠p - gr_
weierstrass_ ⚠p_ inv - gr_
weierstrass_ ⚠p_ prime - gr_
weierstrass_ ⚠sigma - gr_
weierstrass_ ⚠zeta - gr_
write ⚠ - gr_
write_ ⚠n - gr_zero⚠
- gr_zeta⚠
- gr_
zeta_ ⚠nzeros - gr_
zeta_ ⚠ui - gr_
zeta_ ⚠zero - gr_
zeta_ ⚠zero_ vec - hypgeom_
bound ⚠ - hypgeom_
clear ⚠ - hypgeom_
estimate_ ⚠terms - hypgeom_
init ⚠ - hypgeom_
precompute ⚠ - ifft_
butterfly ⚠ - ifft_
butterfly_ ⚠sqrt2 - ifft_
butterfly_ ⚠twiddle - ifft_
mfa_ ⚠truncate_ sqrt2 - ifft_
mfa_ ⚠truncate_ sqrt2_ outer - ifft_
negacyclic ⚠ - ifft_
radix2 ⚠ - ifft_
radix2_ ⚠twiddle - ifft_
truncate ⚠ - ifft_
truncate1 ⚠ - ifft_
truncate1_ ⚠twiddle - ifft_
truncate_ ⚠sqrt2 - init_
all_ ⚠clocks - init_
clock ⚠ - insert_
col_ ⚠entry - jacobi_
one_ ⚠prime - mag_add⚠
- mag_
add_ ⚠2exp_ fmpz - mag_
add_ ⚠lower - mag_
add_ ⚠ui - mag_
add_ ⚠ui_ 2exp_ si - mag_
add_ ⚠ui_ lower - mag_
addmul ⚠ - mag_
allocated_ ⚠bytes - mag_
atan ⚠ - mag_
atan_ ⚠lower - mag_
bernoulli_ ⚠div_ fac_ ui - mag_
bin_ ⚠uiui - mag_
binpow_ ⚠uiui - mag_
clear ⚠ - mag_cmp⚠
- mag_
cmp_ ⚠2exp_ si - mag_
const_ ⚠pi - mag_
const_ ⚠pi_ lower - mag_
cosh ⚠ - mag_
cosh_ ⚠lower - mag_
d_ ⚠log_ lower_ bound - mag_
d_ ⚠log_ upper_ bound - mag_div⚠
- mag_
div_ ⚠fmpz - mag_
div_ ⚠lower - mag_
div_ ⚠ui - mag_
dump_ ⚠file - mag_
dump_ ⚠str - mag_
equal ⚠ - mag_exp⚠
- mag_
exp_ ⚠lower - mag_
exp_ ⚠tail - mag_
expinv ⚠ - mag_
expinv_ ⚠lower - mag_
expm1 ⚠ - mag_
fac_ ⚠ui - mag_
fast_ ⚠add_ 2exp_ si - mag_
fast_ ⚠addmul - mag_
fast_ ⚠init_ set - mag_
fast_ ⚠init_ set_ arf - mag_
fast_ ⚠is_ zero - mag_
fast_ ⚠mul - mag_
fast_ ⚠mul_ 2exp_ si - mag_
fast_ ⚠zero - mag_
fprint ⚠ - mag_
fprintd ⚠ - mag_
geom_ ⚠series - mag_
get_ ⚠d - mag_
get_ ⚠d_ log2_ approx - mag_
get_ ⚠fmpq - mag_
get_ ⚠fmpz - mag_
get_ ⚠fmpz_ lower - mag_
hurwitz_ ⚠zeta_ uiui - mag_
hypot ⚠ - mag_inf⚠
- mag_
init ⚠ - mag_
init_ ⚠set - mag_
init_ ⚠set_ arf - mag_inv⚠
- mag_
inv_ ⚠lower - mag_
is_ ⚠finite - mag_
is_ ⚠inf - mag_
is_ ⚠special - mag_
is_ ⚠zero - mag_
load_ ⚠file - mag_
load_ ⚠str - mag_log⚠
- mag_
log1p ⚠ - mag_
log_ ⚠lower - mag_
log_ ⚠ui - mag_max⚠
- mag_min⚠
- mag_mul⚠
- mag_
mul_ ⚠2exp_ fmpz - mag_
mul_ ⚠2exp_ si - mag_
mul_ ⚠fmpz - mag_
mul_ ⚠fmpz_ lower - mag_
mul_ ⚠lower - mag_
mul_ ⚠ui - mag_
mul_ ⚠ui_ lower - mag_
neg_ ⚠log - mag_
neg_ ⚠log_ lower - mag_one⚠
- mag_
polylog_ ⚠tail - mag_
pow_ ⚠fmpz - mag_
pow_ ⚠fmpz_ lower - mag_
pow_ ⚠ui - mag_
pow_ ⚠ui_ lower - mag_
print ⚠ - mag_
printd ⚠ - mag_
randtest ⚠ - mag_
randtest_ ⚠special - mag_
rfac_ ⚠ui - mag_
root ⚠ - mag_
rsqrt ⚠ - mag_
rsqrt_ ⚠lower - mag_set⚠
- mag_
set_ ⚠d - mag_
set_ ⚠d_ 2exp_ fmpz - mag_
set_ ⚠d_ 2exp_ fmpz_ lower - mag_
set_ ⚠d_ lower - mag_
set_ ⚠fmpz - mag_
set_ ⚠fmpz_ 2exp_ fmpz - mag_
set_ ⚠fmpz_ 2exp_ fmpz_ lower - mag_
set_ ⚠fmpz_ lower - mag_
set_ ⚠ui - mag_
set_ ⚠ui_ 2exp_ si - mag_
set_ ⚠ui_ lower - mag_
sinh ⚠ - mag_
sinh_ ⚠lower - mag_
sqrt ⚠ - mag_
sqrt_ ⚠lower - mag_sub⚠
- mag_
sub_ ⚠lower - mag_
swap ⚠ - mag_
tail_ ⚠kexpk2_ arb - mag_
zero ⚠ - mpf_
mat_ ⚠clear - mpf_
mat_ ⚠entry - mpf_
mat_ ⚠init - mpn_
addmod_ ⚠2expp1_ 1 - mpn_
div_ ⚠2expmod_ 2expp1 - mpn_
mod_ ⚠add - mpn_
mod_ ⚠add_ fmpz - mpn_
mod_ ⚠add_ si - mpn_
mod_ ⚠add_ ui - mpn_
mod_ ⚠addmul - mpn_
mod_ ⚠addmul_ fmpz - mpn_
mod_ ⚠addmul_ si - mpn_
mod_ ⚠addmul_ ui - mpn_
mod_ ⚠clear - mpn_
mod_ ⚠ctx_ clear - mpn_
mod_ ⚠ctx_ is_ field - mpn_
mod_ ⚠ctx_ set_ is_ field - mpn_
mod_ ⚠ctx_ write - mpn_
mod_ ⚠div - mpn_
mod_ ⚠equal - mpn_
mod_ ⚠get_ fmpz - mpn_
mod_ ⚠init - mpn_
mod_ ⚠inv - mpn_
mod_ ⚠is_ neg_ one - mpn_
mod_ ⚠is_ one - mpn_
mod_ ⚠is_ zero - mpn_
mod_ ⚠mat_ det - mpn_
mod_ ⚠mat_ lu - mpn_
mod_ ⚠mat_ lu_ classical_ delayed - mpn_
mod_ ⚠mat_ mul - mpn_
mod_ ⚠mat_ mul_ multi_ mod - mpn_
mod_ ⚠mat_ mul_ waksman - mpn_
mod_ ⚠mat_ nonsingular_ solve_ tril - mpn_
mod_ ⚠mat_ nonsingular_ solve_ triu - mpn_
mod_ ⚠mul - mpn_
mod_ ⚠mul_ fmpz - mpn_
mod_ ⚠mul_ si - mpn_
mod_ ⚠mul_ ui - mpn_
mod_ ⚠neg - mpn_
mod_ ⚠neg_ one - mpn_
mod_ ⚠one - mpn_
mod_ ⚠randtest - mpn_
mod_ ⚠set - mpn_
mod_ ⚠set_ fmpz - mpn_
mod_ ⚠set_ mpn - mpn_
mod_ ⚠set_ other - mpn_
mod_ ⚠set_ si - mpn_
mod_ ⚠set_ ui - mpn_
mod_ ⚠sqr - mpn_
mod_ ⚠sub - mpn_
mod_ ⚠sub_ fmpz - mpn_
mod_ ⚠sub_ si - mpn_
mod_ ⚠sub_ ui - mpn_
mod_ ⚠submul - mpn_
mod_ ⚠submul_ fmpz - mpn_
mod_ ⚠submul_ si - mpn_
mod_ ⚠submul_ ui - mpn_
mod_ ⚠swap - mpn_
mod_ ⚠write - mpn_
mod_ ⚠zero - mpn_
mul_ ⚠2expmod_ 2expp1 - mpn_
negmod_ ⚠2expp1 - mpn_
normmod_ ⚠2expp1 - mpoly1_
fill_ ⚠marks - mpoly1_
monomial_ ⚠evals_ fmpz_ mod - mpoly1_
monomial_ ⚠evals_ nmod - mpoly2_
fill_ ⚠marks - mpoly2_
monomial_ ⚠evals_ fmpz_ mod - mpoly2_
monomial_ ⚠evals_ nmod - mpoly_
bivar_ ⚠cld_ bounds - mpoly_
compose_ ⚠mat_ fill_ column - mpoly_
compose_ ⚠mat_ gen - mpoly_
compression_ ⚠clear - mpoly_
compression_ ⚠init - mpoly_
compression_ ⚠set - mpoly_
copy_ ⚠monomials - mpoly_
ctx_ ⚠clear - mpoly_
ctx_ ⚠init - mpoly_
ctx_ ⚠init_ rand - mpoly_
degree_ ⚠fmpz - mpoly_
degree_ ⚠si - mpoly_
degrees_ ⚠ffmpz - mpoly_
degrees_ ⚠fit_ si - mpoly_
degrees_ ⚠pfmpz - mpoly_
degrees_ ⚠si - mpoly_
degrees_ ⚠si_ threaded - mpoly_
divide_ ⚠threads - mpoly_
divides_ ⚠select_ exps - mpoly_
exp_ ⚠bits_ required_ ffmpz - mpoly_
exp_ ⚠bits_ required_ pfmpz - mpoly_
exp_ ⚠bits_ required_ ui - mpoly_
fix_ ⚠bits - mpoly_
from_ ⚠mpolyl_ perm_ inflate - mpoly_
gcd_ ⚠get_ use_ first - mpoly_
gcd_ ⚠info_ clear - mpoly_
gcd_ ⚠info_ get_ brown_ upper_ limit - mpoly_
gcd_ ⚠info_ init - mpoly_
gcd_ ⚠info_ limits - mpoly_
gcd_ ⚠info_ measure_ bma - mpoly_
gcd_ ⚠info_ measure_ brown - mpoly_
gcd_ ⚠info_ measure_ hensel - mpoly_
gcd_ ⚠info_ measure_ zippel - mpoly_
gcd_ ⚠info_ measure_ zippel2 - mpoly_
gcd_ ⚠info_ set_ perm - mpoly_
gcd_ ⚠info_ stride - mpoly_
gen_ ⚠bits_ required - mpoly_
gen_ ⚠fields_ fmpz - mpoly_
gen_ ⚠fields_ ui - mpoly_
gen_ ⚠index - mpoly_
gen_ ⚠monomial_ offset_ mp - mpoly_
gen_ ⚠monomial_ offset_ shift_ sp - mpoly_
gen_ ⚠monomial_ sp - mpoly_
gen_ ⚠offset_ mp - mpoly_
gen_ ⚠offset_ shift_ sp - mpoly_
gen_ ⚠pow_ exp_ bits_ required - mpoly_
get_ ⚠cmpmask - mpoly_
get_ ⚠monomial_ ffmpz - mpoly_
get_ ⚠monomial_ ffmpz_ unpacked_ ffmpz - mpoly_
get_ ⚠monomial_ pfmpz - mpoly_
get_ ⚠monomial_ pfmpz_ unpacked_ ffmpz - mpoly_
get_ ⚠monomial_ si - mpoly_
get_ ⚠monomial_ si_ mp - mpoly_
get_ ⚠monomial_ ui - mpoly_
get_ ⚠monomial_ ui_ mp - mpoly_
get_ ⚠monomial_ ui_ sp - mpoly_
get_ ⚠monomial_ ui_ unpacked_ ffmpz - mpoly_
get_ ⚠monomial_ ui_ unpacked_ ui - mpoly_
get_ ⚠monomial_ var_ exp_ si - mpoly_
get_ ⚠monomial_ var_ exp_ si_ mp - mpoly_
get_ ⚠monomial_ var_ exp_ ui - mpoly_
get_ ⚠monomial_ var_ exp_ ui_ mp - mpoly_
get_ ⚠monomial_ var_ exp_ ui_ sp - mpoly_
get_ ⚠ovfmask - mpoly_
is_ ⚠gen - mpoly_
is_ ⚠poly - mpoly_
is_ ⚠proved_ not_ square - mpoly_
main_ ⚠variable_ split_ DEG - mpoly_
main_ ⚠variable_ split_ LEX - mpoly_
main_ ⚠variable_ terms1 - mpoly_
max_ ⚠degrees_ tight - mpoly_
max_ ⚠fields_ fmpz - mpoly_
max_ ⚠fields_ ui_ sp - mpoly_
min_ ⚠fields_ fmpz - mpoly_
min_ ⚠fields_ ui_ sp - mpoly_
monomial_ ⚠add - mpoly_
monomial_ ⚠add_ mp - mpoly_
monomial_ ⚠cmp - mpoly_
monomial_ ⚠cmp1 - mpoly_
monomial_ ⚠cmp_ general - mpoly_
monomial_ ⚠cmp_ nomask - mpoly_
monomial_ ⚠cmp_ nomask_ extra - mpoly_
monomial_ ⚠cofactors - mpoly_
monomial_ ⚠divides - mpoly_
monomial_ ⚠divides1 - mpoly_
monomial_ ⚠divides_ mp - mpoly_
monomial_ ⚠divides_ mp_ test - mpoly_
monomial_ ⚠divides_ test - mpoly_
monomial_ ⚠divides_ tight - mpoly_
monomial_ ⚠equal - mpoly_
monomial_ ⚠equal_ extra - mpoly_
monomial_ ⚠evals_ fmpz_ mod - mpoly_
monomial_ ⚠evals_ nmod - mpoly_
monomial_ ⚠exists - mpoly_
monomial_ ⚠ge1 - mpoly_
monomial_ ⚠gt - mpoly_
monomial_ ⚠gt1 - mpoly_
monomial_ ⚠gt_ nomask - mpoly_
monomial_ ⚠gt_ nomask_ extra - mpoly_
monomial_ ⚠halves - mpoly_
monomial_ ⚠halves1 - mpoly_
monomial_ ⚠halves_ mp - mpoly_
monomial_ ⚠index1_ nomask - mpoly_
monomial_ ⚠index_ monomial - mpoly_
monomial_ ⚠index_ pfmpz - mpoly_
monomial_ ⚠index_ ui - mpoly_
monomial_ ⚠is_ zero - mpoly_
monomial_ ⚠lt - mpoly_
monomial_ ⚠lt_ nomask - mpoly_
monomial_ ⚠lt_ nomask_ extra - mpoly_
monomial_ ⚠madd - mpoly_
monomial_ ⚠madd_ fmpz - mpoly_
monomial_ ⚠madd_ inplace_ mp - mpoly_
monomial_ ⚠madd_ mp - mpoly_
monomial_ ⚠madd_ ui_ array - mpoly_
monomial_ ⚠max - mpoly_
monomial_ ⚠max1 - mpoly_
monomial_ ⚠max_ mp - mpoly_
monomial_ ⚠min - mpoly_
monomial_ ⚠min1 - mpoly_
monomial_ ⚠min_ mp - mpoly_
monomial_ ⚠msub - mpoly_
monomial_ ⚠msub_ mp - mpoly_
monomial_ ⚠msub_ ui_ array - mpoly_
monomial_ ⚠mul_ fmpz - mpoly_
monomial_ ⚠mul_ ui - mpoly_
monomial_ ⚠mul_ ui_ mp - mpoly_
monomial_ ⚠overflows - mpoly_
monomial_ ⚠overflows1 - mpoly_
monomial_ ⚠overflows_ mp - mpoly_
monomial_ ⚠randbits_ fmpz - mpoly_
monomial_ ⚠set - mpoly_
monomial_ ⚠set_ extra - mpoly_
monomial_ ⚠sub - mpoly_
monomial_ ⚠sub_ mp - mpoly_
monomial_ ⚠swap - mpoly_
monomial_ ⚠zero - mpoly_
monomials_ ⚠cmp - mpoly_
monomials_ ⚠deflate - mpoly_
monomials_ ⚠deflation - mpoly_
monomials_ ⚠inflate - mpoly_
monomials_ ⚠inorder_ test - mpoly_
monomials_ ⚠overflow_ test - mpoly_
monomials_ ⚠shift_ right_ ffmpz - mpoly_
monomials_ ⚠shift_ right_ ui - mpoly_
monomials_ ⚠valid_ test - mpoly_
ordering_ ⚠isdeg - mpoly_
ordering_ ⚠isrev - mpoly_
ordering_ ⚠print - mpoly_
ordering_ ⚠randtest - mpoly_
overflow_ ⚠mask_ sp - mpoly_
pack_ ⚠monomials_ tight - mpoly_
pack_ ⚠vec_ fmpz - mpoly_
pack_ ⚠vec_ ui - mpoly_
parse_ ⚠add_ terminal - mpoly_
parse_ ⚠clear - mpoly_
parse_ ⚠init - mpoly_
parse_ ⚠parse - mpoly_
rbtree_ ⚠fmpz_ clear - mpoly_
rbtree_ ⚠fmpz_ head - mpoly_
rbtree_ ⚠fmpz_ init - mpoly_
rbtree_ ⚠fmpz_ lookup - mpoly_
rbtree_ ⚠ui_ clear - mpoly_
rbtree_ ⚠ui_ head - mpoly_
rbtree_ ⚠ui_ init - mpoly_
rbtree_ ⚠ui_ lookup - mpoly_
remove_ ⚠var_ powers - mpoly_
repack_ ⚠monomials - mpoly_
reverse ⚠ - mpoly_
search_ ⚠monomials - mpoly_
set_ ⚠monomial_ ffmpz - mpoly_
set_ ⚠monomial_ pfmpz - mpoly_
set_ ⚠monomial_ ui - mpoly_
term_ ⚠exp_ fits_ si - mpoly_
term_ ⚠exp_ fits_ ui - mpoly_
test_ ⚠irreducible - mpoly_
to_ ⚠mpolyl_ perm_ deflate - mpoly_
total_ ⚠degree_ fits_ si - mpoly_
total_ ⚠degree_ fmpz - mpoly_
total_ ⚠degree_ fmpz_ ref - mpoly_
total_ ⚠degree_ si - mpoly_
univar_ ⚠clear - mpoly_
univar_ ⚠discriminant - mpoly_
univar_ ⚠fit_ length - mpoly_
univar_ ⚠init - mpoly_
univar_ ⚠init2 - mpoly_
univar_ ⚠pseudo_ gcd_ ducos - mpoly_
univar_ ⚠resultant - mpoly_
univar_ ⚠swap - mpoly_
unpack_ ⚠monomials_ tight - mpoly_
unpack_ ⚠vec_ fmpz - mpoly_
unpack_ ⚠vec_ ui - mpoly_
used_ ⚠vars_ or - mpoly_
void_ ⚠ring_ elem_ clear - mpoly_
void_ ⚠ring_ elem_ init - mpoly_
void_ ⚠ring_ init_ fmpq_ mpoly_ ctx - Internal functions (guaranteed to change without notice)
- mpoly_
void_ ⚠ring_ init_ fmpz_ mod_ mpoly_ ctx - mpoly_
void_ ⚠ring_ init_ fmpz_ mpoly_ ctx - Internal functions (guaranteed to change without notice)
- mpoly_
void_ ⚠ring_ init_ fq_ nmod_ mpoly_ ctx - Internal functions (guaranteed to change without notice)
- mpoly_
void_ ⚠ring_ init_ nmod_ mpoly_ ctx - Internal functions (guaranteed to change without notice)
- mpoly_
words_ ⚠per_ exp - mpoly_
words_ ⚠per_ exp_ mp - mpoly_
words_ ⚠per_ exp_ sp - mul_
mfa_ ⚠truncate_ sqrt2 - mul_
truncate_ ⚠sqrt2 - n_CRT⚠
- n_
add_ ⚠checked - n_
addmod ⚠ - n_
bpoly_ ⚠bidegree - n_
bpoly_ ⚠clear - n_
bpoly_ ⚠degree0 - n_
bpoly_ ⚠degree1 - n_
bpoly_ ⚠equal - n_
bpoly_ ⚠fit_ length - n_
bpoly_ ⚠get_ coeff - n_
bpoly_ ⚠init - n_
bpoly_ ⚠is_ zero - n_
bpoly_ ⚠mod_ add - n_
bpoly_ ⚠mod_ content_ last - n_
bpoly_ ⚠mod_ derivative_ gen0 - n_
bpoly_ ⚠mod_ divexact_ last - n_
bpoly_ ⚠mod_ divides - n_
bpoly_ ⚠mod_ divrem_ series - n_
bpoly_ ⚠mod_ factor_ lgprime - n_
bpoly_ ⚠mod_ factor_ smprime - n_
bpoly_ ⚠mod_ gcd_ brown_ smprime - n_
bpoly_ ⚠mod_ hlift - n_
bpoly_ ⚠mod_ hlift2 - n_
bpoly_ ⚠mod_ hlift2_ cubic - n_
bpoly_ ⚠mod_ hlift_ cubic - n_
bpoly_ ⚠mod_ interp_ crt_ 2sm_ poly - n_
bpoly_ ⚠mod_ interp_ lift_ 2sm_ poly - n_
bpoly_ ⚠mod_ interp_ reduce_ 2sm_ poly - n_
bpoly_ ⚠mod_ is_ canonical - n_
bpoly_ ⚠mod_ make_ primitive - n_
bpoly_ ⚠mod_ mul - n_
bpoly_ ⚠mod_ mul_ last - n_
bpoly_ ⚠mod_ mul_ series - n_
bpoly_ ⚠mod_ pfrac - n_
bpoly_ ⚠mod_ sub - n_
bpoly_ ⚠mod_ taylor_ shift_ gen0 - n_
bpoly_ ⚠mod_ taylor_ shift_ gen1 - n_
bpoly_ ⚠normalise - n_
bpoly_ ⚠one - n_
bpoly_ ⚠print_ pretty - n_
bpoly_ ⚠realloc - n_
bpoly_ ⚠scalar_ mul_ nmod - n_
bpoly_ ⚠set - n_
bpoly_ ⚠set_ coeff - n_
bpoly_ ⚠set_ coeff_ nonzero - n_
bpoly_ ⚠set_ poly_ gen0 - n_
bpoly_ ⚠set_ poly_ gen1 - n_
bpoly_ ⚠stack_ clear - n_
bpoly_ ⚠stack_ fit_ request - n_
bpoly_ ⚠stack_ give_ back - n_
bpoly_ ⚠stack_ init - n_
bpoly_ ⚠stack_ request - n_
bpoly_ ⚠stack_ size - n_
bpoly_ ⚠stack_ take_ top - n_
bpoly_ ⚠swap - n_
bpoly_ ⚠zero - n_cbrt⚠
- n_
cbrt_ ⚠binary_ search - n_
cbrt_ ⚠chebyshev_ approx - n_
cbrt_ ⚠estimate - n_
cbrtrem ⚠ - n_
cleanup_ ⚠primes - n_clog⚠
- n_
clog_ ⚠2exp - n_
compute_ ⚠primes - n_
discrete_ ⚠log_ bsgs - n_
div2_ ⚠preinv - n_
divides ⚠ - n_
divrem2_ ⚠precomp - n_
divrem2_ ⚠preinv - n_
euler_ ⚠phi - n_
factor ⚠ - n_
factor_ ⚠SQUFOF - n_
factor_ ⚠ecm - n_
factor_ ⚠ecm_ add - n_
factor_ ⚠ecm_ double - n_
factor_ ⚠ecm_ mul_ montgomery_ ladder - n_
factor_ ⚠ecm_ select_ curve - n_
factor_ ⚠ecm_ stage_ I - n_
factor_ ⚠ecm_ stage_ II - n_
factor_ ⚠evaluate - n_
factor_ ⚠init - n_
factor_ ⚠insert - n_
factor_ ⚠lehman - n_
factor_ ⚠one_ line - n_
factor_ ⚠partial - n_
factor_ ⚠pollard_ brent - n_
factor_ ⚠pollard_ brent_ single - n_
factor_ ⚠power235 - n_
factor_ ⚠pp1 - n_
factor_ ⚠pp1_ wrapper - n_
factor_ ⚠trial - n_
factor_ ⚠trial_ partial - n_
factor_ ⚠trial_ range - n_
factorial_ ⚠fast_ mod2_ preinv - n_
factorial_ ⚠mod2_ preinv - n_flog⚠
- n_
fq_ ⚠add - n_
fq_ ⚠add_ fq_ nmod - n_
fq_ ⚠add_ si - n_
fq_ ⚠addmul - n_
fq_ ⚠bpoly_ add - n_
fq_ ⚠bpoly_ derivative_ gen0 - n_
fq_ ⚠bpoly_ divides - n_
fq_ ⚠bpoly_ divrem_ series - n_
fq_ ⚠bpoly_ equal - n_
fq_ ⚠bpoly_ eval_ step_ sep - n_
fq_ ⚠bpoly_ factor_ lgprime - n_
fq_ ⚠bpoly_ factor_ smprime - n_
fq_ ⚠bpoly_ gcd_ brown_ smprime - n_
fq_ ⚠bpoly_ get_ coeff_ fq_ nmod - n_
fq_ ⚠bpoly_ get_ coeff_ n_ fq - n_
fq_ ⚠bpoly_ hlift - n_
fq_ ⚠bpoly_ hlift2 - n_
fq_ ⚠bpoly_ hlift2_ cubic - n_
fq_ ⚠bpoly_ hlift_ cubic - n_
fq_ ⚠bpoly_ is_ canonical - n_
fq_ ⚠bpoly_ make_ primitive - n_
fq_ ⚠bpoly_ mul - n_
fq_ ⚠bpoly_ mul_ series - n_
fq_ ⚠bpoly_ one - n_
fq_ ⚠bpoly_ print_ pretty - n_
fq_ ⚠bpoly_ scalar_ mul_ n_ fq - n_
fq_ ⚠bpoly_ set - n_
fq_ ⚠bpoly_ set_ coeff_ n_ fq - n_
fq_ ⚠bpoly_ set_ fq_ nmod_ poly_ gen0 - n_
fq_ ⚠bpoly_ set_ n_ fq_ poly_ gen0 - n_
fq_ ⚠bpoly_ set_ n_ fq_ poly_ gen1 - n_
fq_ ⚠bpoly_ sub - n_
fq_ ⚠bpoly_ taylor_ shift_ gen0_ fq_ nmod - n_
fq_ ⚠bpoly_ taylor_ shift_ gen0_ n_ fq - n_
fq_ ⚠bpoly_ taylor_ shift_ gen1_ fq_ nmod - n_
fq_ ⚠equal_ fq_ nmod - n_
fq_ ⚠evals_ add_ inplace - n_
fq_ ⚠evals_ addmul - n_
fq_ ⚠evals_ fmma - n_
fq_ ⚠evals_ mul - n_
fq_ ⚠evals_ zero - n_
fq_ ⚠fprint_ pretty - n_
fq_ ⚠gen - n_
fq_ ⚠get_ fq_ nmod - n_
fq_ ⚠get_ n_ poly - n_
fq_ ⚠get_ str_ pretty - n_
fq_ ⚠inv - n_
fq_ ⚠is_ canonical - n_
fq_ ⚠is_ one - n_
fq_ ⚠mul - n_
fq_ ⚠mul_ fq_ nmod - n_
fq_ ⚠poly_ add - n_
fq_ ⚠poly_ add_ si - n_
fq_ ⚠poly_ divrem - n_
fq_ ⚠poly_ divrem_ - n_
fq_ ⚠poly_ divrem_ divconquer_ - n_
fq_ ⚠poly_ equal - n_
fq_ ⚠poly_ eval_ pow - n_
fq_ ⚠poly_ evaluate_ fq_ nmod - n_
fq_ ⚠poly_ evaluate_ n_ fq - n_
fq_ ⚠poly_ gcd - n_
fq_ ⚠poly_ gcd_ - n_
fq_ ⚠poly_ get_ coeff_ fq_ nmod - n_
fq_ ⚠poly_ get_ coeff_ n_ fq - n_
fq_ ⚠poly_ get_ fq_ nmod_ poly - n_
fq_ ⚠poly_ init2 - n_
fq_ ⚠poly_ inv_ series - n_
fq_ ⚠poly_ is_ canonical - n_
fq_ ⚠poly_ is_ one - n_
fq_ ⚠poly_ make_ monic - n_
fq_ ⚠poly_ mul - n_
fq_ ⚠poly_ mul_ - n_
fq_ ⚠poly_ mullow - n_
fq_ ⚠poly_ mulmod - n_
fq_ ⚠poly_ neg - n_
fq_ ⚠poly_ one - n_
fq_ ⚠poly_ pow - n_
fq_ ⚠poly_ print_ pretty - n_
fq_ ⚠poly_ product_ roots_ n_ fq - n_
fq_ ⚠poly_ randtest - n_
fq_ ⚠poly_ rem - n_
fq_ ⚠poly_ remove - n_
fq_ ⚠poly_ scalar_ addmul_ n_ fq - n_
fq_ ⚠poly_ scalar_ mul_ n_ fq - n_
fq_ ⚠poly_ scalar_ mul_ ui - n_
fq_ ⚠poly_ set - n_
fq_ ⚠poly_ set_ coeff_ fq_ nmod - n_
fq_ ⚠poly_ set_ coeff_ n_ fq - n_
fq_ ⚠poly_ set_ fq_ nmod - n_
fq_ ⚠poly_ set_ fq_ nmod_ poly - n_
fq_ ⚠poly_ set_ n_ fq - n_
fq_ ⚠poly_ shift_ left - n_
fq_ ⚠poly_ shift_ left_ scalar_ submul - n_
fq_ ⚠poly_ shift_ right - n_
fq_ ⚠poly_ sub - n_
fq_ ⚠poly_ truncate - n_
fq_ ⚠poly_ xgcd - n_
fq_ ⚠polyu2n_ add_ zip_ must_ match - n_
fq_ ⚠polyu3_ hlift - n_
fq_ ⚠polyun_ product_ roots - n_
fq_ ⚠polyun_ set - n_
fq_ ⚠polyun_ zip_ solve - n_
fq_ ⚠polyun_ zip_ start - n_
fq_ ⚠pow_ cache_ mulpow_ fmpz - n_
fq_ ⚠pow_ cache_ mulpow_ neg_ ui - n_
fq_ ⚠pow_ cache_ mulpow_ ui - n_
fq_ ⚠pow_ cache_ start_ fq_ nmod - n_
fq_ ⚠pow_ cache_ start_ n_ fq - n_
fq_ ⚠pow_ fmpz - n_
fq_ ⚠pow_ ui - n_
fq_ ⚠print_ pretty - n_
fq_ ⚠randtest_ not_ zero - n_
fq_ ⚠set_ fq_ nmod - n_
fq_ ⚠sub - n_
fq_ ⚠sub_ fq_ nmod - n_gcd⚠
- n_
gcdinv ⚠ - n_
invmod ⚠ - n_
is_ ⚠oddprime_ binary - n_
is_ ⚠oddprime_ small - n_
is_ ⚠perfect_ power - n_
is_ ⚠perfect_ power235 - n_
is_ ⚠prime - n_
is_ ⚠prime_ pocklington - n_
is_ ⚠prime_ pseudosquare - n_
is_ ⚠probabprime - n_
is_ ⚠probabprime_ BPSW - n_
is_ ⚠probabprime_ fermat - n_
is_ ⚠probabprime_ fibonacci - n_
is_ ⚠probabprime_ lucas - n_
is_ ⚠square - n_
is_ ⚠squarefree - n_
is_ ⚠strong_ probabprime2_ preinv - n_
is_ ⚠strong_ probabprime_ precomp - n_
jacobi ⚠ - n_
jacobi_ ⚠unsigned - n_
ll_ ⚠mod_ preinv - n_
lll_ ⚠mod_ preinv - n_
mod2_ ⚠precomp - n_
mod2_ ⚠preinv - n_
mod_ ⚠precomp - n_
moebius_ ⚠mu - n_
moebius_ ⚠mu_ vec - n_
mul_ ⚠checked - n_
mulmod2 ⚠ - n_
mulmod2_ ⚠preinv - n_
mulmod_ ⚠and_ precomp_ shoup - n_
mulmod_ ⚠precomp - n_
mulmod_ ⚠precomp_ shoup - n_
mulmod_ ⚠precomp_ shoup_ quo_ rem - n_
mulmod_ ⚠precomp_ shoup_ rem_ from_ quo - n_
mulmod_ ⚠preinv - n_
mulmod_ ⚠shoup - n_
negmod ⚠ - n_
nextprime ⚠ - n_
nth_ ⚠prime - n_
nth_ ⚠prime_ bounds - n_
poly_ ⚠clear - n_
poly_ ⚠degree - n_
poly_ ⚠equal - n_
poly_ ⚠fit_ length - n_
poly_ ⚠get_ coeff - n_
poly_ ⚠init - n_
poly_ ⚠init2 - n_
poly_ ⚠is_ canonical - n_
poly_ ⚠is_ one - n_
poly_ ⚠is_ zero - n_
poly_ ⚠lead - n_
poly_ ⚠mock - n_
poly_ ⚠mod_ add - n_
poly_ ⚠mod_ add_ ui - n_
poly_ ⚠mod_ addmul_ linear - n_
poly_ ⚠mod_ div - n_
poly_ ⚠mod_ div_ root - n_
poly_ ⚠mod_ div_ series - n_
poly_ ⚠mod_ divexact - n_
poly_ ⚠mod_ divrem - n_
poly_ ⚠mod_ eval2_ pow - n_
poly_ ⚠mod_ eval_ pow - n_
poly_ ⚠mod_ eval_ step2 - n_
poly_ ⚠mod_ evaluate_ nmod - n_
poly_ ⚠mod_ gcd - n_
poly_ ⚠mod_ inv_ series - n_
poly_ ⚠mod_ invmod - n_
poly_ ⚠mod_ is_ canonical - n_
poly_ ⚠mod_ make_ monic - n_
poly_ ⚠mod_ mul - n_
poly_ ⚠mod_ mullow - n_
poly_ ⚠mod_ mulmod - n_
poly_ ⚠mod_ mulmod_ preinv - n_
poly_ ⚠mod_ neg - n_
poly_ ⚠mod_ pow - n_
poly_ ⚠mod_ product_ roots_ nmod_ vec - n_
poly_ ⚠mod_ rem - n_
poly_ ⚠mod_ remove - n_
poly_ ⚠mod_ scalar_ addmul_ nmod - n_
poly_ ⚠mod_ scalar_ mul_ ui - n_
poly_ ⚠mod_ set_ coeff_ ui - n_
poly_ ⚠mod_ shift_ left_ scalar_ addmul - n_
poly_ ⚠mod_ sub - n_
poly_ ⚠mod_ taylor_ shift - n_
poly_ ⚠mod_ xgcd - n_
poly_ ⚠one - n_
poly_ ⚠print_ pretty - n_
poly_ ⚠realloc - n_
poly_ ⚠reverse - n_
poly_ ⚠set - n_
poly_ ⚠set_ coeff - n_
poly_ ⚠set_ coeff_ nonzero - n_
poly_ ⚠set_ nmod_ poly - n_
poly_ ⚠set_ ui - n_
poly_ ⚠shift_ left - n_
poly_ ⚠shift_ right - n_
poly_ ⚠stack_ clear - n_
poly_ ⚠stack_ fit_ request - n_
poly_ ⚠stack_ give_ back - n_
poly_ ⚠stack_ init - n_
poly_ ⚠stack_ request - n_
poly_ ⚠stack_ size - n_
poly_ ⚠stack_ take_ top - n_
poly_ ⚠stack_ vec_ clear - n_
poly_ ⚠stack_ vec_ init - n_
poly_ ⚠swap - n_
poly_ ⚠truncate - n_
poly_ ⚠zero - n_
polyu1n_ ⚠bidegree - n_
polyu1n_ ⚠mod_ gcd_ brown_ smprime - n_
polyu1n_ ⚠print_ pretty - n_
polyu2n_ ⚠add_ zip_ must_ match - n_
polyu2n_ ⚠fq_ print_ pretty - n_
polyu2n_ ⚠print_ pretty - n_
polyu3_ ⚠degrees - n_
polyu3_ ⚠fq_ print_ pretty - n_
polyu3_ ⚠mod_ hlift - n_
polyu3_ ⚠print_ pretty - n_
polyu3n_ ⚠fq_ print_ pretty - n_
polyu3n_ ⚠print_ pretty - n_
polyu_ ⚠clear - n_
polyu_ ⚠fit_ length - n_
polyu_ ⚠fq_ is_ canonical - n_
polyu_ ⚠init - n_
polyu_ ⚠realloc - n_
polyu_ ⚠swap - n_
polyun_ ⚠clear - n_
polyun_ ⚠equal - n_
polyun_ ⚠fit_ length - n_
polyun_ ⚠fq_ is_ canonical - n_
polyun_ ⚠init - n_
polyun_ ⚠is_ canonical - n_
polyun_ ⚠mod_ is_ canonical - n_
polyun_ ⚠one - n_
polyun_ ⚠product_ roots - n_
polyun_ ⚠realloc - n_
polyun_ ⚠set - n_
polyun_ ⚠stack_ clear - n_
polyun_ ⚠stack_ fit_ request - n_
polyun_ ⚠stack_ give_ back - n_
polyun_ ⚠stack_ init - n_
polyun_ ⚠stack_ request - n_
polyun_ ⚠stack_ size - n_
polyun_ ⚠stack_ take_ top - n_
polyun_ ⚠swap - n_
polyun_ ⚠zip_ solve - n_
polyun_ ⚠zip_ start - n_pow⚠
- n_
powmod ⚠ - n_
powmod2 ⚠ - n_
powmod2_ ⚠fmpz_ preinv - n_
powmod2_ ⚠preinv - n_
powmod2_ ⚠ui_ preinv - n_
powmod_ ⚠precomp - n_
powmod_ ⚠ui_ precomp - n_
powmod_ ⚠ui_ preinv - n_
precompute_ ⚠inverse - n_
preinvert_ ⚠limb - n_
preinvert_ ⚠limb_ prenorm - n_
prime_ ⚠inverses_ arr_ readonly - n_
prime_ ⚠pi - n_
prime_ ⚠pi_ bounds - n_
primes_ ⚠arr_ readonly - n_
primes_ ⚠clear - n_
primes_ ⚠extend_ small - n_
primes_ ⚠init - n_
primes_ ⚠jump_ after - n_
primes_ ⚠next - n_
primes_ ⚠sieve_ range - n_
primitive_ ⚠root_ prime - n_
primitive_ ⚠root_ prime_ prefactor - n_
randbits ⚠ - n_
randint ⚠ - n_
randlimb ⚠ - n_
randprime ⚠ - n_
randtest ⚠ - n_
randtest_ ⚠bits - n_
randtest_ ⚠not_ zero - n_
randtest_ ⚠prime - n_
remove ⚠ - n_
remove2_ ⚠precomp - n_
revbin ⚠ - n_root⚠
- n_
root_ ⚠estimate - n_
rootrem ⚠ - n_
sizeinbase ⚠ - n_sqrt⚠
- n_
sqrtmod ⚠ - n_
sqrtmod_ ⚠2pow - n_
sqrtmod_ ⚠primepow - n_
sqrtmodn ⚠ - n_
sqrtrem ⚠ - n_
sub_ ⚠checked - n_
submod ⚠ - n_
tpoly_ ⚠clear - n_
tpoly_ ⚠fit_ length - n_
tpoly_ ⚠init - n_
tpoly_ ⚠swap - n_
urandint ⚠ - n_xgcd⚠
- n_
zerobits ⚠ - nf_
clear ⚠ - nf_
elem_ ⚠add - nf_
elem_ ⚠add_ fmpq - nf_
elem_ ⚠add_ fmpz - nf_
elem_ ⚠add_ qf - nf_
elem_ ⚠add_ si - nf_
elem_ ⚠canonicalise - nf_
elem_ ⚠clear - nf_
elem_ ⚠coprime_ den - nf_
elem_ ⚠coprime_ den_ signed - nf_
elem_ ⚠den_ is_ one - nf_
elem_ ⚠div - nf_
elem_ ⚠equal - nf_
elem_ ⚠equal_ fmpq - nf_
elem_ ⚠equal_ fmpz - nf_
elem_ ⚠equal_ si - nf_
elem_ ⚠equal_ ui - nf_
elem_ ⚠fmpq_ sub - nf_
elem_ ⚠fmpz_ sub - nf_
elem_ ⚠gen - nf_
elem_ ⚠get_ coeff_ fmpq - nf_
elem_ ⚠get_ coeff_ fmpz - nf_
elem_ ⚠get_ den - nf_
elem_ ⚠get_ fmpq_ poly - nf_
elem_ ⚠get_ fmpz_ mat_ row - nf_
elem_ ⚠get_ fmpz_ mod_ poly - nf_
elem_ ⚠get_ fmpz_ mod_ poly_ den - nf_
elem_ ⚠get_ nmod_ poly - nf_
elem_ ⚠get_ nmod_ poly_ den - nf_
elem_ ⚠get_ str_ pretty - nf_
elem_ ⚠init - nf_
elem_ ⚠inv - nf_
elem_ ⚠is_ gen - nf_
elem_ ⚠is_ integer - nf_
elem_ ⚠is_ one - nf_
elem_ ⚠is_ rational - nf_
elem_ ⚠is_ zero - nf_
elem_ ⚠mod_ fmpz - nf_
elem_ ⚠mod_ fmpz_ den - nf_
elem_ ⚠mul - nf_
elem_ ⚠mul_ gen - nf_
elem_ ⚠mul_ red - nf_
elem_ ⚠neg - nf_
elem_ ⚠norm - nf_
elem_ ⚠norm_ div - nf_
elem_ ⚠one - nf_
elem_ ⚠pow - nf_
elem_ ⚠print_ pretty - nf_
elem_ ⚠randtest - nf_
elem_ ⚠randtest_ not_ zero - nf_
elem_ ⚠reduce - nf_
elem_ ⚠rep_ mat - nf_
elem_ ⚠rep_ mat_ fmpz_ mat_ den - nf_
elem_ ⚠scalar_ div_ fmpq - nf_
elem_ ⚠scalar_ div_ fmpz - nf_
elem_ ⚠scalar_ div_ si - nf_
elem_ ⚠scalar_ mul_ fmpq - nf_
elem_ ⚠scalar_ mul_ fmpz - nf_
elem_ ⚠scalar_ mul_ si - nf_
elem_ ⚠set - nf_
elem_ ⚠set_ den - nf_
elem_ ⚠set_ fmpq - nf_
elem_ ⚠set_ fmpq_ poly - nf_
elem_ ⚠set_ fmpz - nf_
elem_ ⚠set_ fmpz_ mat_ row - nf_
elem_ ⚠set_ si - nf_
elem_ ⚠set_ ui - nf_
elem_ ⚠si_ sub - nf_
elem_ ⚠smod_ fmpz - nf_
elem_ ⚠smod_ fmpz_ den - nf_
elem_ ⚠sub - nf_
elem_ ⚠sub_ fmpq - nf_
elem_ ⚠sub_ fmpz - nf_
elem_ ⚠sub_ qf - nf_
elem_ ⚠sub_ si - nf_
elem_ ⚠swap - nf_
elem_ ⚠trace - nf_
elem_ ⚠zero - nf_init⚠
- Initialisation
- nf_
init_ ⚠randtest - nf_
print ⚠ - nfloat_
1_ ⚠set_ 2_ 2exp - nfloat_
1_ ⚠set_ 3_ 2exp - nfloat_
2_ ⚠set_ 3_ 2exp - nfloat_
2_ ⚠set_ 4_ 2exp - nfloat_
abs ⚠ - nfloat_
add ⚠ - nfloat_
addmul ⚠ - nfloat_
atan ⚠ - nfloat_
ceil ⚠ - nfloat_
clear ⚠ - nfloat_
cmp ⚠ - nfloat_
cmpabs ⚠ - nfloat_
complex_ ⚠abs - nfloat_
complex_ ⚠add - nfloat_
complex_ ⚠clear - nfloat_
complex_ ⚠cmp - nfloat_
complex_ ⚠cmpabs - nfloat_
complex_ ⚠conj - nfloat_
complex_ ⚠ctx_ init - nfloat_
complex_ ⚠div - nfloat_
complex_ ⚠equal - nfloat_
complex_ ⚠get_ acb - nfloat_
complex_ ⚠get_ acf - nfloat_
complex_ ⚠i - nfloat_
complex_ ⚠im - nfloat_
complex_ ⚠init - nfloat_
complex_ ⚠inv - nfloat_
complex_ ⚠is_ neg_ one - nfloat_
complex_ ⚠is_ one - nfloat_
complex_ ⚠is_ zero - nfloat_
complex_ ⚠mat_ lu - nfloat_
complex_ ⚠mat_ mul - nfloat_
complex_ ⚠mat_ mul_ block - nfloat_
complex_ ⚠mat_ mul_ fixed - nfloat_
complex_ ⚠mat_ mul_ reorder - nfloat_
complex_ ⚠mat_ nonsingular_ solve_ tril - nfloat_
complex_ ⚠mat_ nonsingular_ solve_ triu - nfloat_
complex_ ⚠mul - nfloat_
complex_ ⚠mul_ 2exp_ si - nfloat_
complex_ ⚠neg - nfloat_
complex_ ⚠neg_ one - nfloat_
complex_ ⚠one - nfloat_
complex_ ⚠pi - nfloat_
complex_ ⚠randtest - nfloat_
complex_ ⚠re - nfloat_
complex_ ⚠set - nfloat_
complex_ ⚠set_ acb - nfloat_
complex_ ⚠set_ acf - nfloat_
complex_ ⚠set_ d - nfloat_
complex_ ⚠set_ fmpq - nfloat_
complex_ ⚠set_ fmpz - nfloat_
complex_ ⚠set_ other - nfloat_
complex_ ⚠set_ si - nfloat_
complex_ ⚠set_ ui - nfloat_
complex_ ⚠sqr - nfloat_
complex_ ⚠sub - nfloat_
complex_ ⚠swap - nfloat_
complex_ ⚠write - nfloat_
complex_ ⚠zero - nfloat_
cos ⚠ - nfloat_
cosh ⚠ - nfloat_
ctx_ ⚠init - nfloat_
ctx_ ⚠write - nfloat_
div ⚠ - nfloat_
div_ ⚠si - nfloat_
div_ ⚠ui - nfloat_
equal ⚠ - nfloat_
exp ⚠ - nfloat_
expm1 ⚠ - nfloat_
floor ⚠ - nfloat_
gamma ⚠ - nfloat_
get_ ⚠arf - nfloat_
im ⚠ - nfloat_
init ⚠ - nfloat_
inv ⚠ - nfloat_
is_ ⚠neg_ one - nfloat_
is_ ⚠one - nfloat_
is_ ⚠zero - nfloat_
log ⚠ - nfloat_
log1p ⚠ - nfloat_
mat_ ⚠lu - nfloat_
mat_ ⚠mul - nfloat_
mat_ ⚠mul_ block - nfloat_
mat_ ⚠mul_ fixed - nfloat_
mat_ ⚠nonsingular_ solve_ tril - nfloat_
mat_ ⚠nonsingular_ solve_ triu - nfloat_
mul ⚠ - nfloat_
mul_ ⚠2exp_ si - nfloat_
nan ⚠ - nfloat_
neg ⚠ - nfloat_
neg_ ⚠inf - nfloat_
neg_ ⚠one - nfloat_
nint ⚠ - nfloat_
one ⚠ - nfloat_
pi ⚠ - nfloat_
pos_ ⚠inf - nfloat_
pow ⚠ - nfloat_
randtest ⚠ - nfloat_
rsqrt ⚠ - nfloat_
set ⚠ - nfloat_
set_ ⚠arf - nfloat_
set_ ⚠d - nfloat_
set_ ⚠fmpq - nfloat_
set_ ⚠fmpz - nfloat_
set_ ⚠mpn_ 2exp - nfloat_
set_ ⚠other - nfloat_
set_ ⚠si - nfloat_
set_ ⚠str - nfloat_
set_ ⚠ui - nfloat_
sgn ⚠ - nfloat_
sin ⚠ - nfloat_
sinh ⚠ - nfloat_
sqr ⚠ - nfloat_
sqrt ⚠ - nfloat_
sub ⚠ - nfloat_
submul ⚠ - nfloat_
swap ⚠ - nfloat_
tan ⚠ - nfloat_
tanh ⚠ - nfloat_
trunc ⚠ - nfloat_
write ⚠ - nfloat_
zero ⚠ - nfloat_
zeta ⚠ - nmod_
add ⚠ - nmod_
addmul ⚠ - nmod_
berlekamp_ ⚠massey_ R_ poly - nmod_
berlekamp_ ⚠massey_ V_ poly - nmod_
berlekamp_ ⚠massey_ add_ point - nmod_
berlekamp_ ⚠massey_ add_ points - nmod_
berlekamp_ ⚠massey_ add_ zeros - nmod_
berlekamp_ ⚠massey_ clear - nmod_
berlekamp_ ⚠massey_ init - nmod_
berlekamp_ ⚠massey_ point_ count - nmod_
berlekamp_ ⚠massey_ points - nmod_
berlekamp_ ⚠massey_ print - nmod_
berlekamp_ ⚠massey_ reduce - nmod_
berlekamp_ ⚠massey_ set_ prime - nmod_
berlekamp_ ⚠massey_ start_ over - nmod_
discrete_ ⚠log_ pohlig_ hellman_ clear - nmod_
discrete_ ⚠log_ pohlig_ hellman_ init - nmod_
discrete_ ⚠log_ pohlig_ hellman_ precompute_ prime - nmod_
discrete_ ⚠log_ pohlig_ hellman_ primitive_ root - nmod_
discrete_ ⚠log_ pohlig_ hellman_ run - nmod_
div ⚠ - nmod_
divides ⚠ - nmod_
eval_ ⚠interp_ clear - nmod_
eval_ ⚠interp_ eval_ length - nmod_
eval_ ⚠interp_ from_ coeffs_ n_ fq_ poly - nmod_
eval_ ⚠interp_ from_ coeffs_ poly - nmod_
eval_ ⚠interp_ init - nmod_
eval_ ⚠interp_ set_ degree_ modulus - nmod_
eval_ ⚠interp_ to_ coeffs_ n_ fq_ poly - nmod_
eval_ ⚠interp_ to_ coeffs_ poly - nmod_
evals_ ⚠add_ inplace - nmod_
evals_ ⚠addmul - nmod_
evals_ ⚠fmma - nmod_
evals_ ⚠mul - nmod_
evals_ ⚠zero - nmod_
fmma ⚠ - nmod_
init ⚠ - nmod_
inv ⚠ - nmod_
mat_ ⚠add - nmod_
mat_ ⚠addmul - nmod_
mat_ ⚠can_ solve - nmod_
mat_ ⚠can_ solve_ inner - nmod_
mat_ ⚠charpoly - nmod_
mat_ ⚠charpoly_ berkowitz - nmod_
mat_ ⚠charpoly_ danilevsky - nmod_
mat_ ⚠clear - nmod_
mat_ ⚠concat_ horizontal - nmod_
mat_ ⚠concat_ vertical - nmod_
mat_ ⚠det - nmod_
mat_ ⚠det_ howell - nmod_
mat_ ⚠entry_ ptr - nmod_
mat_ ⚠equal - nmod_
mat_ ⚠fprint - nmod_
mat_ ⚠fprint_ pretty - nmod_
mat_ ⚠get_ entry - nmod_
mat_ ⚠howell_ form - nmod_
mat_ ⚠init - nmod_
mat_ ⚠init_ nullspace_ tr - nmod_
mat_ ⚠init_ set - nmod_
mat_ ⚠inv - nmod_
mat_ ⚠invert_ cols - nmod_
mat_ ⚠invert_ rows - nmod_
mat_ ⚠is_ empty - nmod_
mat_ ⚠is_ one - nmod_
mat_ ⚠is_ reduced - nmod_
mat_ ⚠is_ square - nmod_
mat_ ⚠is_ zero - nmod_
mat_ ⚠is_ zero_ row - nmod_
mat_ ⚠lu - nmod_
mat_ ⚠lu_ classical - nmod_
mat_ ⚠lu_ classical_ delayed - nmod_
mat_ ⚠lu_ recursive - nmod_
mat_ ⚠minpoly - nmod_
mat_ ⚠minpoly_ with_ gens - nmod_
mat_ ⚠mul - nmod_
mat_ ⚠mul_ blas - nmod_
mat_ ⚠mul_ classical - nmod_
mat_ ⚠mul_ classical_ threaded - nmod_
mat_ ⚠mul_ nmod_ vec - nmod_
mat_ ⚠mul_ nmod_ vec_ ptr - nmod_
mat_ ⚠mul_ strassen - nmod_
mat_ ⚠ncols - nmod_
mat_ ⚠neg - nmod_
mat_ ⚠nmod_ vec_ mul - nmod_
mat_ ⚠nmod_ vec_ mul_ ptr - nmod_
mat_ ⚠nrows - nmod_
mat_ ⚠nullspace - nmod_
mat_ ⚠one - nmod_
mat_ ⚠one_ addmul - nmod_
mat_ ⚠permute_ rows - nmod_
mat_ ⚠pow - nmod_
mat_ ⚠print - nmod_
mat_ ⚠print_ pretty - nmod_
mat_ ⚠randfull - nmod_
mat_ ⚠randops - nmod_
mat_ ⚠randpermdiag - nmod_
mat_ ⚠randrank - nmod_
mat_ ⚠randtest - nmod_
mat_ ⚠randtril - nmod_
mat_ ⚠randtriu - nmod_
mat_ ⚠rank - nmod_
mat_ ⚠reduce_ row - nmod_
mat_ ⚠rref - nmod_
mat_ ⚠rref_ classical - nmod_
mat_ ⚠rref_ storjohann - nmod_
mat_ ⚠scalar_ addmul_ ui - nmod_
mat_ ⚠scalar_ mul - nmod_
mat_ ⚠scalar_ mul_ fmpz - nmod_
mat_ ⚠set - nmod_
mat_ ⚠set_ entry - nmod_
mat_ ⚠set_ mod - nmod_
mat_ ⚠similarity - nmod_
mat_ ⚠solve - nmod_
mat_ ⚠solve_ tril - nmod_
mat_ ⚠solve_ tril_ classical - nmod_
mat_ ⚠solve_ tril_ recursive - nmod_
mat_ ⚠solve_ triu - nmod_
mat_ ⚠solve_ triu_ classical - nmod_
mat_ ⚠solve_ triu_ recursive - nmod_
mat_ ⚠solve_ vec - nmod_
mat_ ⚠strong_ echelon_ form - nmod_
mat_ ⚠sub - nmod_
mat_ ⚠submul - nmod_
mat_ ⚠swap - nmod_
mat_ ⚠swap_ cols - nmod_
mat_ ⚠swap_ entrywise - nmod_
mat_ ⚠swap_ rows - nmod_
mat_ ⚠trace - nmod_
mat_ ⚠transpose - nmod_
mat_ ⚠window_ clear - nmod_
mat_ ⚠window_ init - nmod_
mat_ ⚠zero - nmod_
mpoly_ ⚠add - nmod_
mpoly_ ⚠add_ ui - nmod_
mpoly_ ⚠append_ array_ sm1_ DEGLEX - nmod_
mpoly_ ⚠append_ array_ sm1_ DEGREVLEX - nmod_
mpoly_ ⚠append_ array_ sm1_ LEX - nmod_
mpoly_ ⚠append_ array_ sm2_ DEGLEX - nmod_
mpoly_ ⚠append_ array_ sm2_ DEGREVLEX - nmod_
mpoly_ ⚠append_ array_ sm2_ LEX - nmod_
mpoly_ ⚠append_ array_ sm3_ DEGLEX - nmod_
mpoly_ ⚠append_ array_ sm3_ DEGREVLEX - nmod_
mpoly_ ⚠append_ array_ sm3_ LEX - nmod_
mpoly_ ⚠assert_ canonical - nmod_
mpoly_ ⚠clear - nmod_
mpoly_ ⚠cmp - nmod_
mpoly_ ⚠combine_ like_ terms - nmod_
mpoly_ ⚠compose_ nmod_ mpoly - nmod_
mpoly_ ⚠compose_ nmod_ mpoly_ gen - nmod_
mpoly_ ⚠compose_ nmod_ mpoly_ geobucket - nmod_
mpoly_ ⚠compose_ nmod_ mpoly_ horner - nmod_
mpoly_ ⚠compose_ nmod_ poly - nmod_
mpoly_ ⚠compression_ do - nmod_
mpoly_ ⚠compression_ undo - nmod_
mpoly_ ⚠content_ vars - nmod_
mpoly_ ⚠convert_ from_ nmod_ mpolyd - nmod_
mpoly_ ⚠convert_ to_ nmod_ mpolyd - nmod_
mpoly_ ⚠convert_ to_ nmod_ mpolyd_ degbound - nmod_
mpoly_ ⚠ctx_ clear - nmod_
mpoly_ ⚠ctx_ init - nmod_
mpoly_ ⚠ctx_ init_ rand - nmod_
mpoly_ ⚠ctx_ modulus - nmod_
mpoly_ ⚠ctx_ nvars - nmod_
mpoly_ ⚠ctx_ ord - nmod_
mpoly_ ⚠ctx_ set_ modulus - nmod_
mpoly_ ⚠cvtfrom_ mpolyn - nmod_
mpoly_ ⚠cvtto_ mpolyn - nmod_
mpoly_ ⚠deflate - nmod_
mpoly_ ⚠deflation - nmod_
mpoly_ ⚠degree_ fmpz - nmod_
mpoly_ ⚠degree_ si - nmod_
mpoly_ ⚠degrees_ fit_ si - nmod_
mpoly_ ⚠degrees_ fmpz - nmod_
mpoly_ ⚠degrees_ si - nmod_
mpoly_ ⚠derivative - nmod_
mpoly_ ⚠discriminant - nmod_
mpoly_ ⚠div - nmod_
mpoly_ ⚠div_ monagan_ pearce - nmod_
mpoly_ ⚠divexact - nmod_
mpoly_ ⚠divides - nmod_
mpoly_ ⚠divides_ dense - nmod_
mpoly_ ⚠divides_ heap_ threaded - nmod_
mpoly_ ⚠divides_ monagan_ pearce - nmod_
mpoly_ ⚠divrem - nmod_
mpoly_ ⚠divrem_ ideal - nmod_
mpoly_ ⚠divrem_ ideal_ monagan_ pearce - nmod_
mpoly_ ⚠divrem_ monagan_ pearce - nmod_
mpoly_ ⚠equal - nmod_
mpoly_ ⚠equal_ ui - nmod_
mpoly_ ⚠evaluate_ all_ ui - nmod_
mpoly_ ⚠evaluate_ one_ ui - nmod_
mpoly_ ⚠factor - nmod_
mpoly_ ⚠factor_ algo - nmod_
mpoly_ ⚠factor_ append_ fmpz - nmod_
mpoly_ ⚠factor_ append_ ui - nmod_
mpoly_ ⚠factor_ clear - nmod_
mpoly_ ⚠factor_ cmp - nmod_
mpoly_ ⚠factor_ content - nmod_
mpoly_ ⚠factor_ expand - nmod_
mpoly_ ⚠factor_ fit_ length - nmod_
mpoly_ ⚠factor_ fix_ units - nmod_
mpoly_ ⚠factor_ get_ base - nmod_
mpoly_ ⚠factor_ get_ constant_ ui - nmod_
mpoly_ ⚠factor_ get_ exp_ si - nmod_
mpoly_ ⚠factor_ init - nmod_
mpoly_ ⚠factor_ init2 - nmod_
mpoly_ ⚠factor_ irred_ lgprime_ wang - nmod_
mpoly_ ⚠factor_ irred_ lgprime_ zassenhaus - nmod_
mpoly_ ⚠factor_ irred_ lgprime_ zippel - nmod_
mpoly_ ⚠factor_ irred_ medprime_ wang - nmod_
mpoly_ ⚠factor_ irred_ medprime_ zassenhaus - nmod_
mpoly_ ⚠factor_ irred_ medprime_ zippel - nmod_
mpoly_ ⚠factor_ irred_ smprime_ wang - nmod_
mpoly_ ⚠factor_ irred_ smprime_ zassenhaus - nmod_
mpoly_ ⚠factor_ irred_ smprime_ zippel - nmod_
mpoly_ ⚠factor_ lcc_ wang - nmod_
mpoly_ ⚠factor_ length - nmod_
mpoly_ ⚠factor_ matches - nmod_
mpoly_ ⚠factor_ one - nmod_
mpoly_ ⚠factor_ print_ pretty - nmod_
mpoly_ ⚠factor_ realloc - nmod_
mpoly_ ⚠factor_ separable - nmod_
mpoly_ ⚠factor_ set - nmod_
mpoly_ ⚠factor_ sort - nmod_
mpoly_ ⚠factor_ squarefree - nmod_
mpoly_ ⚠factor_ swap - nmod_
mpoly_ ⚠factor_ swap_ base - nmod_
mpoly_ ⚠factor_ wang - nmod_
mpoly_ ⚠factor_ zassenhaus - nmod_
mpoly_ ⚠factor_ zippel - nmod_
mpoly_ ⚠fit_ length - nmod_
mpoly_ ⚠fit_ length_ fit_ bits - nmod_
mpoly_ ⚠fit_ length_ reset_ bits - nmod_
mpoly_ ⚠fprint_ pretty - nmod_
mpoly_ ⚠from_ mpolyl_ perm_ inflate - nmod_
mpoly_ ⚠from_ mpolyn_ perm_ inflate - nmod_
mpoly_ ⚠from_ mpolyu_ perm_ inflate - nmod_
mpoly_ ⚠from_ mpolyun_ perm_ inflate - nmod_
mpoly_ ⚠from_ mpolyv - nmod_
mpoly_ ⚠from_ univar - nmod_
mpoly_ ⚠gcd - nmod_
mpoly_ ⚠gcd_ brown - nmod_
mpoly_ ⚠gcd_ cofactors - nmod_
mpoly_ ⚠gcd_ get_ use_ new - nmod_
mpoly_ ⚠gcd_ hensel - nmod_
mpoly_ ⚠gcd_ zippel - nmod_
mpoly_ ⚠gcd_ zippel2 - nmod_
mpoly_ ⚠gen - nmod_
mpoly_ ⚠geobucket_ add - nmod_
mpoly_ ⚠geobucket_ clear - nmod_
mpoly_ ⚠geobucket_ empty - nmod_
mpoly_ ⚠geobucket_ fit_ length - nmod_
mpoly_ ⚠geobucket_ init - nmod_
mpoly_ ⚠geobucket_ set - nmod_
mpoly_ ⚠geobucket_ sub - nmod_
mpoly_ ⚠get_ bpoly - nmod_
mpoly_ ⚠get_ coeff_ ui - nmod_
mpoly_ ⚠get_ coeff_ ui_ fmpz - nmod_
mpoly_ ⚠get_ coeff_ ui_ monomial - nmod_
mpoly_ ⚠get_ coeff_ ui_ ui - nmod_
mpoly_ ⚠get_ coeff_ vars_ ui - nmod_
mpoly_ ⚠get_ monomial - nmod_
mpoly_ ⚠get_ n_ poly - nmod_
mpoly_ ⚠get_ nmod_ poly - nmod_
mpoly_ ⚠get_ polyu1n - nmod_
mpoly_ ⚠get_ str_ pretty - nmod_
mpoly_ ⚠get_ term - nmod_
mpoly_ ⚠get_ term_ coeff_ ui - nmod_
mpoly_ ⚠get_ term_ exp_ fmpz - nmod_
mpoly_ ⚠get_ term_ exp_ si - nmod_
mpoly_ ⚠get_ term_ exp_ ui - nmod_
mpoly_ ⚠get_ term_ monomial - nmod_
mpoly_ ⚠get_ term_ ui_ fmpz - nmod_
mpoly_ ⚠get_ term_ ui_ ui - nmod_
mpoly_ ⚠get_ term_ var_ exp_ si - nmod_
mpoly_ ⚠get_ term_ var_ exp_ ui - nmod_
mpoly_ ⚠get_ ui - nmod_
mpoly_ ⚠hlift - nmod_
mpoly_ ⚠hlift_ zippel - nmod_
mpoly_ ⚠inflate - nmod_
mpoly_ ⚠init - nmod_
mpoly_ ⚠init2 - nmod_
mpoly_ ⚠init3 - nmod_
mpoly_ ⚠is_ canonical - nmod_
mpoly_ ⚠is_ gen - nmod_
mpoly_ ⚠is_ nmod_ poly - nmod_
mpoly_ ⚠is_ one - nmod_
mpoly_ ⚠is_ square - nmod_
mpoly_ ⚠is_ ui - nmod_
mpoly_ ⚠is_ zero - nmod_
mpoly_ ⚠leadcoeff - nmod_
mpoly_ ⚠length - nmod_
mpoly_ ⚠make_ monic - nmod_
mpoly_ ⚠max_ degrees - nmod_
mpoly_ ⚠mul - nmod_
mpoly_ ⚠mul_ array - nmod_
mpoly_ ⚠mul_ array_ threaded - nmod_
mpoly_ ⚠mul_ dense - nmod_
mpoly_ ⚠mul_ heap_ threaded - nmod_
mpoly_ ⚠mul_ johnson - nmod_
mpoly_ ⚠neg - nmod_
mpoly_ ⚠one - nmod_
mpoly_ ⚠pfrac - nmod_
mpoly_ ⚠pfrac_ clear - nmod_
mpoly_ ⚠pfrac_ init - nmod_
mpoly_ ⚠pow_ fmpz - nmod_
mpoly_ ⚠pow_ rmul - nmod_
mpoly_ ⚠pow_ ui - nmod_
mpoly_ ⚠print_ pretty - nmod_
mpoly_ ⚠push_ term_ ui_ ffmpz - nmod_
mpoly_ ⚠push_ term_ ui_ fmpz - nmod_
mpoly_ ⚠push_ term_ ui_ ui - nmod_
mpoly_ ⚠quadratic_ root - nmod_
mpoly_ ⚠randtest_ bits - nmod_
mpoly_ ⚠randtest_ bound - nmod_
mpoly_ ⚠randtest_ bounds - nmod_
mpoly_ ⚠realloc - nmod_
mpoly_ ⚠remainder_ strongtest - Internal consistency checks
- nmod_
mpoly_ ⚠repack_ bits - nmod_
mpoly_ ⚠repack_ bits_ inplace - nmod_
mpoly_ ⚠resize - nmod_
mpoly_ ⚠resultant - nmod_
mpoly_ ⚠reverse - nmod_
mpoly_ ⚠scalar_ addmul_ ui - nmod_
mpoly_ ⚠scalar_ mul_ nmod_ invertible - nmod_
mpoly_ ⚠scalar_ mul_ ui - nmod_
mpoly_ ⚠set - nmod_
mpoly_ ⚠set_ bpoly - nmod_
mpoly_ ⚠set_ coeff_ ui - nmod_
mpoly_ ⚠set_ coeff_ ui_ fmpz - nmod_
mpoly_ ⚠set_ coeff_ ui_ monomial - nmod_
mpoly_ ⚠set_ coeff_ ui_ ui - nmod_
mpoly_ ⚠set_ fmpz - nmod_
mpoly_ ⚠set_ monomial - nmod_
mpoly_ ⚠set_ n_ poly_ mod - nmod_
mpoly_ ⚠set_ nmod - nmod_
mpoly_ ⚠set_ nmod_ poly - nmod_
mpoly_ ⚠set_ polyu1n - nmod_
mpoly_ ⚠set_ str_ pretty - nmod_
mpoly_ ⚠set_ term_ coeff_ ui - nmod_
mpoly_ ⚠set_ term_ exp_ fmpz - nmod_
mpoly_ ⚠set_ term_ exp_ ui - nmod_
mpoly_ ⚠set_ ui - nmod_
mpoly_ ⚠sort_ terms - nmod_
mpoly_ ⚠sqrt - nmod_
mpoly_ ⚠sqrt_ heap - nmod_
mpoly_ ⚠sub - nmod_
mpoly_ ⚠sub_ ui - nmod_
mpoly_ ⚠swap - nmod_
mpoly_ ⚠term_ coeff_ ref - nmod_
mpoly_ ⚠term_ content - nmod_
mpoly_ ⚠term_ exp_ fits_ si - nmod_
mpoly_ ⚠term_ exp_ fits_ ui - nmod_
mpoly_ ⚠to_ mpolyl_ perm_ deflate - nmod_
mpoly_ ⚠to_ mpolyn_ perm_ deflate_ threaded_ pool - nmod_
mpoly_ ⚠to_ mpolyu_ perm_ deflate_ threaded_ pool - nmod_
mpoly_ ⚠to_ mpolyun_ perm_ deflate_ threaded_ pool - nmod_
mpoly_ ⚠to_ mpolyv - nmod_
mpoly_ ⚠to_ univar - nmod_
mpoly_ ⚠total_ degree_ fits_ si - nmod_
mpoly_ ⚠total_ degree_ fmpz - nmod_
mpoly_ ⚠total_ degree_ si - nmod_
mpoly_ ⚠truncate - nmod_
mpoly_ ⚠univar_ assert_ canonical - nmod_
mpoly_ ⚠univar_ clear - nmod_
mpoly_ ⚠univar_ degree_ fits_ si - nmod_
mpoly_ ⚠univar_ discriminant - nmod_
mpoly_ ⚠univar_ fit_ length - nmod_
mpoly_ ⚠univar_ get_ term_ coeff - nmod_
mpoly_ ⚠univar_ get_ term_ exp_ si - nmod_
mpoly_ ⚠univar_ init - nmod_
mpoly_ ⚠univar_ length - nmod_
mpoly_ ⚠univar_ print_ pretty - nmod_
mpoly_ ⚠univar_ pseudo_ gcd - nmod_
mpoly_ ⚠univar_ resultant - nmod_
mpoly_ ⚠univar_ set_ coeff_ ui - nmod_
mpoly_ ⚠univar_ swap - nmod_
mpoly_ ⚠univar_ swap_ term_ coeff - nmod_
mpoly_ ⚠univar_ zero - nmod_
mpoly_ ⚠used_ vars - nmod_
mpoly_ ⚠zero - nmod_
mpolyd_ ⚠clear - nmod_
mpolyd_ ⚠ctx_ clear - nmod_
mpolyd_ ⚠ctx_ init - nmod_
mpolyd_ ⚠fit_ length - nmod_
mpolyd_ ⚠init - nmod_
mpolyd_ ⚠length - nmod_
mpolyd_ ⚠print - nmod_
mpolyd_ ⚠set - nmod_
mpolyd_ ⚠set_ degbounds - nmod_
mpolyd_ ⚠set_ degbounds_ perm - nmod_
mpolyd_ ⚠set_ nvars - nmod_
mpolyd_ ⚠swap - nmod_
mpolyd_ ⚠zero - nmod_
mpolyl_ ⚠content - nmod_
mpolyl_ ⚠gcd_ hensel_ medprime - nmod_
mpolyl_ ⚠gcd_ hensel_ smprime - nmod_
mpolyl_ ⚠gcd_ zippel_ lgprime - nmod_
mpolyl_ ⚠gcd_ zippel_ smprime - nmod_
mpolyl_ ⚠gcdp_ zippel_ smprime - nmod_
mpolyl_ ⚠gcds_ zippel - nmod_
mpolyl_ ⚠lead_ coeff - nmod_
mpolyn_ ⚠clear - nmod_
mpolyn_ ⚠content_ last - nmod_
mpolyn_ ⚠divexact_ last - nmod_
mpolyn_ ⚠divides - nmod_
mpolyn_ ⚠divides_ threaded_ pool - nmod_
mpolyn_ ⚠equal - nmod_
mpolyn_ ⚠fit_ bits - nmod_
mpolyn_ ⚠fit_ length - nmod_
mpolyn_ ⚠gcd_ brown_ lgprime - nmod_
mpolyn_ ⚠gcd_ brown_ smprime - nmod_
mpolyn_ ⚠gcd_ brown_ smprime_ bivar - nmod_
mpolyn_ ⚠gcd_ brown_ smprime_ threaded_ pool - nmod_
mpolyn_ ⚠init - nmod_
mpolyn_ ⚠interp_ crt_ 2sm_ mpolyn - nmod_
mpolyn_ ⚠interp_ crt_ 2sm_ poly - nmod_
mpolyn_ ⚠interp_ crt_ lg_ bpoly - nmod_
mpolyn_ ⚠interp_ crt_ lg_ mpolyn - nmod_
mpolyn_ ⚠interp_ crt_ lg_ poly - nmod_
mpolyn_ ⚠interp_ crt_ sm_ bpoly - nmod_
mpolyn_ ⚠interp_ crt_ sm_ mpoly - nmod_
mpolyn_ ⚠interp_ lift_ 2sm_ mpolyn - nmod_
mpolyn_ ⚠interp_ lift_ 2sm_ poly - nmod_
mpolyn_ ⚠interp_ lift_ lg_ bpoly - nmod_
mpolyn_ ⚠interp_ lift_ lg_ mpoly - nmod_
mpolyn_ ⚠interp_ lift_ lg_ mpolyn - nmod_
mpolyn_ ⚠interp_ lift_ lg_ poly - nmod_
mpolyn_ ⚠interp_ lift_ sm_ bpoly - nmod_
mpolyn_ ⚠interp_ lift_ sm_ mpoly - nmod_
mpolyn_ ⚠interp_ mcrt_ lg_ mpoly - nmod_
mpolyn_ ⚠interp_ mcrt_ sm_ mpoly - nmod_
mpolyn_ ⚠interp_ reduce_ 2sm_ mpolyn - nmod_
mpolyn_ ⚠interp_ reduce_ 2sm_ poly - nmod_
mpolyn_ ⚠interp_ reduce_ lg_ mpoly - nmod_
mpolyn_ ⚠interp_ reduce_ lg_ mpolyn - nmod_
mpolyn_ ⚠interp_ reduce_ lg_ poly - nmod_
mpolyn_ ⚠is_ canonical - nmod_
mpolyn_ ⚠is_ nonzero_ nmod - nmod_
mpolyn_ ⚠is_ zero - nmod_
mpolyn_ ⚠lastdeg - nmod_
mpolyn_ ⚠leadcoeff - nmod_
mpolyn_ ⚠leadcoeff_ poly - nmod_
mpolyn_ ⚠mul_ last - nmod_
mpolyn_ ⚠mul_ poly - nmod_
mpolyn_ ⚠one - nmod_
mpolyn_ ⚠print_ pretty - nmod_
mpolyn_ ⚠scalar_ mul_ nmod - nmod_
mpolyn_ ⚠set - nmod_
mpolyn_ ⚠set_ length - nmod_
mpolyn_ ⚠set_ mod - nmod_
mpolyn_ ⚠set_ mpoly - nmod_
mpolyn_ ⚠swap - nmod_
mpolyn_ ⚠zero - nmod_
mpolyu3_ ⚠print_ pretty - nmod_
mpolyu_ ⚠clear - nmod_
mpolyu_ ⚠content_ mpoly - nmod_
mpolyu_ ⚠cvtfrom_ mpolyun - nmod_
mpolyu_ ⚠cvtfrom_ poly - nmod_
mpolyu_ ⚠cvtfrom_ poly_ notmain - nmod_
mpolyu_ ⚠cvtto_ mpolyun - nmod_
mpolyu_ ⚠cvtto_ poly - nmod_
mpolyu_ ⚠degrees_ si - nmod_
mpolyu_ ⚠divexact_ mpoly_ inplace - nmod_
mpolyu_ ⚠fit_ length - nmod_
mpolyu_ ⚠gcdm_ zippel - nmod_
mpolyu_ ⚠gcdp_ zippel - nmod_
mpolyu_ ⚠gcds_ zippel - nmod_
mpolyu_ ⚠init - nmod_
mpolyu_ ⚠is_ canonical - nmod_
mpolyu_ ⚠is_ one - nmod_
mpolyu_ ⚠leadcoeff - nmod_
mpolyu_ ⚠mul_ mpoly - nmod_
mpolyu_ ⚠mul_ mpoly_ inplace - nmod_
mpolyu_ ⚠one - nmod_
mpolyu_ ⚠print_ pretty - nmod_
mpolyu_ ⚠repack_ bits_ inplace - nmod_
mpolyu_ ⚠scalar_ mul_ nmod - nmod_
mpolyu_ ⚠set - nmod_
mpolyu_ ⚠setform - nmod_
mpolyu_ ⚠setform_ mpolyun - nmod_
mpolyu_ ⚠shift_ left - nmod_
mpolyu_ ⚠shift_ right - nmod_
mpolyu_ ⚠swap - nmod_
mpolyu_ ⚠zero - nmod_
mpolyun_ ⚠clear - nmod_
mpolyun_ ⚠content_ last - nmod_
mpolyun_ ⚠divexact_ last - nmod_
mpolyun_ ⚠divides - nmod_
mpolyun_ ⚠equal - nmod_
mpolyun_ ⚠fit_ length - nmod_
mpolyun_ ⚠init - nmod_
mpolyun_ ⚠interp_ crt_ lg_ mpolyu - nmod_
mpolyun_ ⚠interp_ crt_ sm_ mpolyu - nmod_
mpolyun_ ⚠interp_ lift_ lg_ mpolyu - nmod_
mpolyun_ ⚠interp_ lift_ sm_ mpolyu - nmod_
mpolyun_ ⚠interp_ mcrt_ lg_ mpolyu - nmod_
mpolyun_ ⚠interp_ reduce_ lg_ mpolyu - nmod_
mpolyun_ ⚠interp_ reduce_ sm_ mpolyu - nmod_
mpolyun_ ⚠is_ canonical - nmod_
mpolyun_ ⚠is_ nonzero_ nmod - nmod_
mpolyun_ ⚠lastdeg - nmod_
mpolyun_ ⚠leadcoeff - nmod_
mpolyun_ ⚠leadcoeff_ last - nmod_
mpolyun_ ⚠leadcoeff_ poly - nmod_
mpolyun_ ⚠mul_ last - nmod_
mpolyun_ ⚠mul_ poly - nmod_
mpolyun_ ⚠one - nmod_
mpolyun_ ⚠print_ pretty - nmod_
mpolyun_ ⚠scalar_ mul_ nmod - nmod_
mpolyun_ ⚠set - nmod_
mpolyun_ ⚠set_ mod - nmod_
mpolyun_ ⚠shift_ left - nmod_
mpolyun_ ⚠shift_ right - nmod_
mpolyun_ ⚠swap - nmod_
mpolyun_ ⚠zero - nmod_
mpolyuu_ ⚠divides - nmod_
mpolyv_ ⚠clear - nmod_
mpolyv_ ⚠fit_ length - nmod_
mpolyv_ ⚠init - nmod_
mpolyv_ ⚠print_ pretty - nmod_
mpolyv_ ⚠set_ coeff - nmod_
mpolyv_ ⚠swap - nmod_
mul ⚠ - nmod_
neg ⚠ - nmod_
poly_ ⚠add - nmod_
poly_ ⚠add_ series - nmod_
poly_ ⚠add_ ui - nmod_
poly_ ⚠asin_ series - nmod_
poly_ ⚠asinh_ series - nmod_
poly_ ⚠atan_ series - nmod_
poly_ ⚠atanh_ series - nmod_
poly_ ⚠bit_ pack - nmod_
poly_ ⚠bit_ unpack - nmod_
poly_ ⚠clear - nmod_
poly_ ⚠compose - nmod_
poly_ ⚠compose_ horner - nmod_
poly_ ⚠compose_ mod - nmod_
poly_ ⚠compose_ mod_ brent_ kung - nmod_
poly_ ⚠compose_ mod_ brent_ kung_ precomp_ preinv - nmod_
poly_ ⚠compose_ mod_ brent_ kung_ preinv - nmod_
poly_ ⚠compose_ mod_ brent_ kung_ vec_ preinv - nmod_
poly_ ⚠compose_ mod_ brent_ kung_ vec_ preinv_ threaded - nmod_
poly_ ⚠compose_ mod_ brent_ kung_ vec_ preinv_ threaded_ pool - nmod_
poly_ ⚠compose_ mod_ horner - nmod_
poly_ ⚠compose_ series - nmod_
poly_ ⚠cos_ series - nmod_
poly_ ⚠cosh_ series - nmod_
poly_ ⚠deflate - nmod_
poly_ ⚠deflation - nmod_
poly_ ⚠degree - nmod_
poly_ ⚠derivative - nmod_
poly_ ⚠discriminant - nmod_
poly_ ⚠div - nmod_
poly_ ⚠div_ newton_ n_ preinv - nmod_
poly_ ⚠div_ root - nmod_
poly_ ⚠div_ series - nmod_
poly_ ⚠div_ series_ basecase - nmod_
poly_ ⚠divexact - nmod_
poly_ ⚠divides - nmod_
poly_ ⚠divides_ classical - nmod_
poly_ ⚠divrem - nmod_
poly_ ⚠divrem_ basecase - nmod_
poly_ ⚠divrem_ newton_ n_ preinv - nmod_
poly_ ⚠equal - nmod_
poly_ ⚠equal_ nmod - nmod_
poly_ ⚠equal_ trunc - nmod_
poly_ ⚠equal_ ui - nmod_
poly_ ⚠evaluate_ mat - nmod_
poly_ ⚠evaluate_ mat_ horner - nmod_
poly_ ⚠evaluate_ mat_ paterson_ stockmeyer - nmod_
poly_ ⚠evaluate_ nmod - nmod_
poly_ ⚠evaluate_ nmod_ vec - nmod_
poly_ ⚠evaluate_ nmod_ vec_ fast - nmod_
poly_ ⚠evaluate_ nmod_ vec_ iter - nmod_
poly_ ⚠exp_ series - nmod_
poly_ ⚠factor - nmod_
poly_ ⚠factor_ berlekamp - nmod_
poly_ ⚠factor_ cantor_ zassenhaus - nmod_
poly_ ⚠factor_ clear - nmod_
poly_ ⚠factor_ concat - nmod_
poly_ ⚠factor_ distinct_ deg - nmod_
poly_ ⚠factor_ distinct_ deg_ threaded - nmod_
poly_ ⚠factor_ equal_ deg - nmod_
poly_ ⚠factor_ equal_ deg_ prob - nmod_
poly_ ⚠factor_ fit_ length - nmod_
poly_ ⚠factor_ get_ poly - nmod_
poly_ ⚠factor_ init - nmod_
poly_ ⚠factor_ insert - nmod_
poly_ ⚠factor_ kaltofen_ shoup - nmod_
poly_ ⚠factor_ pow - nmod_
poly_ ⚠factor_ print - nmod_
poly_ ⚠factor_ print_ pretty - nmod_
poly_ ⚠factor_ realloc - nmod_
poly_ ⚠factor_ set - nmod_
poly_ ⚠factor_ squarefree - nmod_
poly_ ⚠factor_ swap - nmod_
poly_ ⚠factor_ with_ berlekamp - nmod_
poly_ ⚠factor_ with_ cantor_ zassenhaus - nmod_
poly_ ⚠factor_ with_ kaltofen_ shoup - nmod_
poly_ ⚠find_ distinct_ nonzero_ roots - nmod_
poly_ ⚠fit_ length - nmod_
poly_ ⚠fprint - nmod_
poly_ ⚠fprint_ pretty - nmod_
poly_ ⚠fread - nmod_
poly_ ⚠gcd - nmod_
poly_ ⚠gcd_ euclidean - nmod_
poly_ ⚠gcd_ hgcd - nmod_
poly_ ⚠gcdinv - nmod_
poly_ ⚠get_ coeff_ ui - nmod_
poly_ ⚠get_ str - nmod_
poly_ ⚠get_ str_ pretty - nmod_
poly_ ⚠hamming_ weight - nmod_
poly_ ⚠hgcd - nmod_
poly_ ⚠hgcd_ ref - nmod_
poly_ ⚠inflate - nmod_
poly_ ⚠init - nmod_
poly_ ⚠init2 - nmod_
poly_ ⚠init2_ preinv - nmod_
poly_ ⚠init_ mod - nmod_
poly_ ⚠init_ preinv - nmod_
poly_ ⚠integral - nmod_
poly_ ⚠interpolate_ nmod_ vec - nmod_
poly_ ⚠interpolate_ nmod_ vec_ barycentric - nmod_
poly_ ⚠interpolate_ nmod_ vec_ fast - nmod_
poly_ ⚠interpolate_ nmod_ vec_ newton - nmod_
poly_ ⚠inv_ series - nmod_
poly_ ⚠inv_ series_ basecase - nmod_
poly_ ⚠inv_ series_ newton - nmod_
poly_ ⚠invmod - nmod_
poly_ ⚠invsqrt_ series - nmod_
poly_ ⚠is_ gen - nmod_
poly_ ⚠is_ irreducible - nmod_
poly_ ⚠is_ irreducible_ ddf - nmod_
poly_ ⚠is_ irreducible_ rabin - nmod_
poly_ ⚠is_ monic - nmod_
poly_ ⚠is_ one - nmod_
poly_ ⚠is_ squarefree - nmod_
poly_ ⚠is_ unit - nmod_
poly_ ⚠is_ zero - nmod_
poly_ ⚠lead - nmod_
poly_ ⚠length - nmod_
poly_ ⚠log_ series - nmod_
poly_ ⚠make_ monic - nmod_
poly_ ⚠mat_ add - nmod_
poly_ ⚠mat_ clear - nmod_
poly_ ⚠mat_ concat_ horizontal - nmod_
poly_ ⚠mat_ concat_ vertical - nmod_
poly_ ⚠mat_ degree - nmod_
poly_ ⚠mat_ det - nmod_
poly_ ⚠mat_ det_ fflu - nmod_
poly_ ⚠mat_ det_ interpolate - nmod_
poly_ ⚠mat_ entry - nmod_
poly_ ⚠mat_ equal - nmod_
poly_ ⚠mat_ equal_ nmod_ mat - nmod_
poly_ ⚠mat_ evaluate_ nmod - nmod_
poly_ ⚠mat_ fflu - nmod_
poly_ ⚠mat_ find_ pivot_ any - nmod_
poly_ ⚠mat_ find_ pivot_ partial - nmod_
poly_ ⚠mat_ get_ coeff_ mat - nmod_
poly_ ⚠mat_ init - nmod_
poly_ ⚠mat_ init_ set - nmod_
poly_ ⚠mat_ inv - nmod_
poly_ ⚠mat_ is_ empty - nmod_
poly_ ⚠mat_ is_ one - nmod_
poly_ ⚠mat_ is_ square - nmod_
poly_ ⚠mat_ is_ zero - nmod_
poly_ ⚠mat_ max_ length - nmod_
poly_ ⚠mat_ modulus - nmod_
poly_ ⚠mat_ mul - nmod_
poly_ ⚠mat_ mul_ KS - nmod_
poly_ ⚠mat_ mul_ classical - nmod_
poly_ ⚠mat_ mul_ interpolate - nmod_
poly_ ⚠mat_ ncols - nmod_
poly_ ⚠mat_ neg - nmod_
poly_ ⚠mat_ nrows - nmod_
poly_ ⚠mat_ nullspace - nmod_
poly_ ⚠mat_ one - nmod_
poly_ ⚠mat_ pow - nmod_
poly_ ⚠mat_ print - nmod_
poly_ ⚠mat_ randtest - nmod_
poly_ ⚠mat_ randtest_ sparse - nmod_
poly_ ⚠mat_ rank - nmod_
poly_ ⚠mat_ rref - nmod_
poly_ ⚠mat_ scalar_ mul_ nmod - nmod_
poly_ ⚠mat_ scalar_ mul_ nmod_ poly - nmod_
poly_ ⚠mat_ set - nmod_
poly_ ⚠mat_ set_ coeff_ mat - nmod_
poly_ ⚠mat_ set_ nmod_ mat - nmod_
poly_ ⚠mat_ set_ trunc - nmod_
poly_ ⚠mat_ shift_ left - nmod_
poly_ ⚠mat_ shift_ right - nmod_
poly_ ⚠mat_ solve - nmod_
poly_ ⚠mat_ solve_ fflu - nmod_
poly_ ⚠mat_ solve_ fflu_ precomp - nmod_
poly_ ⚠mat_ sqr - nmod_
poly_ ⚠mat_ sqr_ KS - nmod_
poly_ ⚠mat_ sqr_ classical - nmod_
poly_ ⚠mat_ sqr_ interpolate - nmod_
poly_ ⚠mat_ sub - nmod_
poly_ ⚠mat_ swap - nmod_
poly_ ⚠mat_ swap_ entrywise - nmod_
poly_ ⚠mat_ trace - nmod_
poly_ ⚠mat_ truncate - nmod_
poly_ ⚠mat_ window_ clear - nmod_
poly_ ⚠mat_ window_ init - nmod_
poly_ ⚠mat_ zero - nmod_
poly_ ⚠max_ bits - nmod_
poly_ ⚠mock - nmod_
poly_ ⚠modulus - nmod_
poly_ ⚠mul - nmod_
poly_ ⚠mul_ KS - nmod_
poly_ ⚠mul_ KS2 - nmod_
poly_ ⚠mul_ KS4 - nmod_
poly_ ⚠mul_ classical - nmod_
poly_ ⚠mulhigh - nmod_
poly_ ⚠mulhigh_ classical - nmod_
poly_ ⚠mullow - nmod_
poly_ ⚠mullow_ KS - nmod_
poly_ ⚠mullow_ classical - nmod_
poly_ ⚠mulmod - nmod_
poly_ ⚠mulmod_ preinv - nmod_
poly_ ⚠multi_ crt - nmod_
poly_ ⚠multi_ crt_ clear - nmod_
poly_ ⚠multi_ crt_ init - nmod_
poly_ ⚠multi_ crt_ precomp - nmod_
poly_ ⚠multi_ crt_ precomp_ p - nmod_
poly_ ⚠multi_ crt_ precompute - nmod_
poly_ ⚠multi_ crt_ precompute_ p - nmod_
poly_ ⚠neg - nmod_
poly_ ⚠one - nmod_
poly_ ⚠pow - nmod_
poly_ ⚠pow_ binexp - nmod_
poly_ ⚠pow_ trunc - nmod_
poly_ ⚠pow_ trunc_ binexp - nmod_
poly_ ⚠power_ sums - nmod_
poly_ ⚠power_ sums_ naive - nmod_
poly_ ⚠power_ sums_ schoenhage - nmod_
poly_ ⚠power_ sums_ to_ poly - nmod_
poly_ ⚠power_ sums_ to_ poly_ naive - nmod_
poly_ ⚠power_ sums_ to_ poly_ schoenhage - nmod_
poly_ ⚠powers_ mod_ bsgs - nmod_
poly_ ⚠powers_ mod_ naive - nmod_
poly_ ⚠powmod_ fmpz_ binexp - nmod_
poly_ ⚠powmod_ fmpz_ binexp_ preinv - nmod_
poly_ ⚠powmod_ ui_ binexp - nmod_
poly_ ⚠powmod_ ui_ binexp_ preinv - nmod_
poly_ ⚠powmod_ x_ fmpz_ preinv - nmod_
poly_ ⚠powmod_ x_ ui_ preinv - nmod_
poly_ ⚠precompute_ matrix - nmod_
poly_ ⚠print - nmod_
poly_ ⚠print_ pretty - nmod_
poly_ ⚠product_ roots_ nmod_ vec - nmod_
poly_ ⚠randtest - nmod_
poly_ ⚠randtest_ irreducible - nmod_
poly_ ⚠randtest_ monic - nmod_
poly_ ⚠randtest_ monic_ irreducible - nmod_
poly_ ⚠randtest_ monic_ primitive - nmod_
poly_ ⚠randtest_ not_ zero - nmod_
poly_ ⚠randtest_ pentomial - nmod_
poly_ ⚠randtest_ pentomial_ irreducible - nmod_
poly_ ⚠randtest_ sparse_ irreducible - nmod_
poly_ ⚠randtest_ trinomial - nmod_
poly_ ⚠randtest_ trinomial_ irreducible - nmod_
poly_ ⚠read - nmod_
poly_ ⚠realloc - nmod_
poly_ ⚠rem - nmod_
poly_ ⚠remove - nmod_
poly_ ⚠resultant - nmod_
poly_ ⚠resultant_ euclidean - nmod_
poly_ ⚠resultant_ hgcd - nmod_
poly_ ⚠reverse - nmod_
poly_ ⚠revert_ series - nmod_
poly_ ⚠roots - nmod_
poly_ ⚠roots_ factored - nmod_
poly_ ⚠scalar_ addmul_ nmod - nmod_
poly_ ⚠scalar_ mul_ nmod - nmod_
poly_ ⚠set - nmod_
poly_ ⚠set_ coeff_ ui - nmod_
poly_ ⚠set_ mod - nmod_
poly_ ⚠set_ n_ poly - nmod_
poly_ ⚠set_ str - nmod_
poly_ ⚠set_ trunc - nmod_
poly_ ⚠shift_ left - nmod_
poly_ ⚠shift_ right - nmod_
poly_ ⚠sin_ series - nmod_
poly_ ⚠sinh_ series - nmod_
poly_ ⚠sqrt - nmod_
poly_ ⚠sqrt_ series - nmod_
poly_ ⚠stack_ clear - nmod_
poly_ ⚠stack_ fit_ request_ mpolyn - nmod_
poly_ ⚠stack_ fit_ request_ mpolyun - nmod_
poly_ ⚠stack_ fit_ request_ poly - nmod_
poly_ ⚠stack_ give_ back_ mpolyn - nmod_
poly_ ⚠stack_ give_ back_ mpolyun - nmod_
poly_ ⚠stack_ give_ back_ poly - nmod_
poly_ ⚠stack_ init - nmod_
poly_ ⚠stack_ request_ mpolyn - nmod_
poly_ ⚠stack_ request_ mpolyun - nmod_
poly_ ⚠stack_ request_ poly - nmod_
poly_ ⚠stack_ set_ ctx - nmod_
poly_ ⚠stack_ size_ mpolyn - nmod_
poly_ ⚠stack_ size_ mpolyun - nmod_
poly_ ⚠stack_ size_ poly - nmod_
poly_ ⚠stack_ take_ top_ mpolyn - nmod_
poly_ ⚠stack_ take_ top_ mpolyun - nmod_
poly_ ⚠stack_ take_ top_ poly - nmod_
poly_ ⚠sub - nmod_
poly_ ⚠sub_ series - nmod_
poly_ ⚠sub_ ui - nmod_
poly_ ⚠swap - nmod_
poly_ ⚠tan_ series - nmod_
poly_ ⚠tanh_ series - nmod_
poly_ ⚠taylor_ shift - nmod_
poly_ ⚠taylor_ shift_ convolution - nmod_
poly_ ⚠taylor_ shift_ horner - nmod_
poly_ ⚠truncate - nmod_
poly_ ⚠xgcd - nmod_
poly_ ⚠xgcd_ euclidean - nmod_
poly_ ⚠xgcd_ hgcd - nmod_
poly_ ⚠zero - nmod_
pow_ ⚠cache_ mulpow_ fmpz - nmod_
pow_ ⚠cache_ mulpow_ neg_ ui - nmod_
pow_ ⚠cache_ mulpow_ ui - nmod_
pow_ ⚠cache_ start - nmod_
pow_ ⚠fmpz - nmod_
pow_ ⚠ui - nmod_
set_ ⚠si - nmod_
set_ ⚠ui - nmod_
sub ⚠ - pack_
exp2 ⚠ - pack_
exp3 ⚠ - padic_
add ⚠ - padic_
clear ⚠ - padic_
ctx_ ⚠clear - padic_
ctx_ ⚠init - padic_
ctx_ ⚠pow_ ui - padic_
debug ⚠ - padic_
div ⚠ - padic_
equal ⚠ - padic_
exp ⚠ - padic_
exp_ ⚠balanced - padic_
exp_ ⚠rectangular - padic_
fprint ⚠ - padic_
get_ ⚠fmpq - padic_
get_ ⚠fmpz - padic_
get_ ⚠mpq - padic_
get_ ⚠mpz - padic_
get_ ⚠prec - padic_
get_ ⚠str - padic_
get_ ⚠val - padic_
init ⚠ - padic_
init2 ⚠ - padic_
inv ⚠ - padic_
is_ ⚠one - padic_
is_ ⚠zero - padic_
log ⚠ - padic_
log_ ⚠balanced - padic_
log_ ⚠rectangular - padic_
log_ ⚠satoh - padic_
mat ⚠ - padic_
mat_ ⚠add - padic_
mat_ ⚠clear - padic_
mat_ ⚠entry - padic_
mat_ ⚠equal - padic_
mat_ ⚠fprint - padic_
mat_ ⚠fprint_ pretty - padic_
mat_ ⚠get_ entry_ padic - padic_
mat_ ⚠get_ fmpq_ mat - padic_
mat_ ⚠get_ prec - padic_
mat_ ⚠get_ val - padic_
mat_ ⚠init - padic_
mat_ ⚠init2 - padic_
mat_ ⚠is_ canonical - padic_
mat_ ⚠is_ empty - padic_
mat_ ⚠is_ reduced - padic_
mat_ ⚠is_ square - padic_
mat_ ⚠is_ zero - padic_
mat_ ⚠mul - padic_
mat_ ⚠ncols - padic_
mat_ ⚠neg - padic_
mat_ ⚠nrows - padic_
mat_ ⚠one - padic_
mat_ ⚠print - padic_
mat_ ⚠print_ pretty - padic_
mat_ ⚠randtest - padic_
mat_ ⚠reduce - padic_
mat_ ⚠scalar_ div_ fmpz - padic_
mat_ ⚠scalar_ mul_ fmpz - padic_
mat_ ⚠scalar_ mul_ padic - padic_
mat_ ⚠set - padic_
mat_ ⚠set_ entry_ padic - padic_
mat_ ⚠set_ fmpq_ mat - padic_
mat_ ⚠sub - padic_
mat_ ⚠swap - padic_
mat_ ⚠swap_ entrywise - padic_
mat_ ⚠transpose - padic_
mat_ ⚠zero - padic_
mul ⚠ - padic_
neg ⚠ - padic_
one ⚠ - padic_
poly_ ⚠add - padic_
poly_ ⚠canonicalise - padic_
poly_ ⚠clear - padic_
poly_ ⚠compose - padic_
poly_ ⚠compose_ pow - padic_
poly_ ⚠debug - padic_
poly_ ⚠degree - padic_
poly_ ⚠derivative - padic_
poly_ ⚠equal - padic_
poly_ ⚠evaluate_ padic - padic_
poly_ ⚠fit_ length - padic_
poly_ ⚠fprint - padic_
poly_ ⚠fprint_ pretty - padic_
poly_ ⚠get_ coeff_ padic - padic_
poly_ ⚠get_ fmpq_ poly - padic_
poly_ ⚠get_ fmpz_ poly - padic_
poly_ ⚠init - padic_
poly_ ⚠init2 - padic_
poly_ ⚠inv_ series - padic_
poly_ ⚠is_ canonical - padic_
poly_ ⚠is_ one - padic_
poly_ ⚠is_ reduced - padic_
poly_ ⚠is_ zero - padic_
poly_ ⚠length - padic_
poly_ ⚠mul - padic_
poly_ ⚠neg - padic_
poly_ ⚠one - padic_
poly_ ⚠pow - padic_
poly_ ⚠print - padic_
poly_ ⚠print_ pretty - padic_
poly_ ⚠randtest - padic_
poly_ ⚠randtest_ not_ zero - padic_
poly_ ⚠randtest_ val - padic_
poly_ ⚠realloc - padic_
poly_ ⚠reduce - padic_
poly_ ⚠scalar_ mul_ padic - padic_
poly_ ⚠set - padic_
poly_ ⚠set_ coeff_ padic - padic_
poly_ ⚠set_ fmpq - padic_
poly_ ⚠set_ fmpq_ poly - padic_
poly_ ⚠set_ fmpz - padic_
poly_ ⚠set_ fmpz_ poly - padic_
poly_ ⚠set_ padic - padic_
poly_ ⚠set_ si - padic_
poly_ ⚠set_ ui - padic_
poly_ ⚠shift_ left - padic_
poly_ ⚠shift_ right - padic_
poly_ ⚠sub - padic_
poly_ ⚠swap - padic_
poly_ ⚠truncate - padic_
poly_ ⚠val - padic_
poly_ ⚠zero - padic_
pow_ ⚠si - padic_
print ⚠ - padic_
randtest ⚠ - padic_
randtest_ ⚠int - padic_
randtest_ ⚠not_ zero - padic_
reduce ⚠ - padic_
set ⚠ - padic_
set_ ⚠fmpq - padic_
set_ ⚠fmpz - padic_
set_ ⚠mpq - padic_
set_ ⚠mpz - padic_
set_ ⚠si - padic_
set_ ⚠ui - padic_
shift ⚠ - padic_
sqrt ⚠ - padic_
sub ⚠ - padic_
swap ⚠ - padic_
teichmuller ⚠ - padic_
unit ⚠ - padic_
val_ ⚠fac - padic_
val_ ⚠fac_ ui - padic_
val_ ⚠fac_ ui_ 2 - padic_
zero ⚠ - parse_
fmt ⚠ - partitions_
fmpz_ ⚠fmpz - partitions_
fmpz_ ⚠ui - partitions_
hrr_ ⚠sum_ arb - partitions_
leading_ ⚠fmpz - partitions_
rademacher_ ⚠bound - poly_
pow_ ⚠length - prof_
repeat ⚠ - prof_
start ⚠ - Framework for repeatedly sampling a single target
- prof_
stop ⚠ - psl2z_
clear ⚠ - psl2z_
equal ⚠ - psl2z_
fprint ⚠ - psl2z_
init ⚠ - psl2z_
inv ⚠ - psl2z_
is_ ⚠correct - psl2z_
is_ ⚠one - psl2z_
mul ⚠ - psl2z_
one ⚠ - psl2z_
print ⚠ - psl2z_
randtest ⚠ - psl2z_
set ⚠ - psl2z_
swap ⚠ - qadic_
add ⚠ - qadic_
clear ⚠ - qadic_
ctx_ ⚠clear - qadic_
ctx_ ⚠degree - qadic_
ctx_ ⚠init - qadic_
ctx_ ⚠init_ conway - qadic_
ctx_ ⚠print - qadic_
debug ⚠ - qadic_
equal ⚠ - qadic_
exp ⚠ - qadic_
exp_ ⚠balanced - qadic_
exp_ ⚠rectangular - qadic_
fprint_ ⚠pretty - qadic_
frobenius ⚠ - qadic_
gen ⚠ - qadic_
get_ ⚠padic - qadic_
init ⚠ - qadic_
init2 ⚠ - qadic_
inv ⚠ - qadic_
is_ ⚠one - qadic_
is_ ⚠zero - qadic_
log ⚠ - qadic_
log_ ⚠balanced - qadic_
log_ ⚠rectangular - qadic_
mul ⚠ - qadic_
neg ⚠ - qadic_
norm ⚠ - qadic_
norm_ ⚠analytic - qadic_
norm_ ⚠resultant - qadic_
one ⚠ - qadic_
pow ⚠ - qadic_
prec ⚠ - qadic_
print_ ⚠pretty - qadic_
randtest ⚠ - qadic_
randtest_ ⚠int - qadic_
randtest_ ⚠not_ zero - qadic_
randtest_ ⚠val - qadic_
reduce ⚠ - qadic_
set ⚠ - qadic_
set_ ⚠fmpz_ poly - qadic_
set_ ⚠ui - qadic_
sqrt ⚠ - qadic_
sub ⚠ - qadic_
teichmuller ⚠ - qadic_
trace ⚠ - qadic_
val ⚠ - qadic_
zero ⚠ - qfb_
array_ ⚠clear - qfb_
clear ⚠ - qfb_
discriminant ⚠ - qfb_
equal ⚠ - qfb_
exponent ⚠ - qfb_
exponent_ ⚠element - qfb_
exponent_ ⚠grh - qfb_
hash_ ⚠clear - qfb_
hash_ ⚠find - qfb_
hash_ ⚠init - qfb_
hash_ ⚠insert - qfb_
init ⚠ - qfb_
inverse ⚠ - qfb_
is_ ⚠primitive - qfb_
is_ ⚠principal_ form - qfb_
is_ ⚠reduced - qfb_
nucomp ⚠ - qfb_
nudupl ⚠ - qfb_pow⚠
- qfb_
pow_ ⚠ui - qfb_
pow_ ⚠with_ root - qfb_
prime_ ⚠form - qfb_
principal_ ⚠form - qfb_
print ⚠ - qfb_
reduce ⚠ - qfb_
reduced_ ⚠forms - qfb_
reduced_ ⚠forms_ large - qfb_set⚠
- qqbar_
abs ⚠ - qqbar_
abs2 ⚠ - qqbar_
acos_ ⚠pi - qqbar_
acot_ ⚠pi - qqbar_
acsc_ ⚠pi - qqbar_
add ⚠ - qqbar_
add_ ⚠fmpq - qqbar_
add_ ⚠fmpz - qqbar_
add_ ⚠si - qqbar_
add_ ⚠ui - qqbar_
asec_ ⚠pi - qqbar_
asin_ ⚠pi - qqbar_
atan_ ⚠pi - qqbar_
binary_ ⚠op - qqbar_
binop_ ⚠within_ limits - qqbar_
cache_ ⚠enclosure - qqbar_
ceil ⚠ - qqbar_
clear ⚠ - qqbar_
cmp_ ⚠im - qqbar_
cmp_ ⚠re - qqbar_
cmp_ ⚠root_ order - qqbar_
cmpabs ⚠ - qqbar_
cmpabs_ ⚠im - qqbar_
cmpabs_ ⚠re - qqbar_
conj ⚠ - qqbar_
conjugates ⚠ - qqbar_
cos_ ⚠pi - qqbar_
cot_ ⚠pi - qqbar_
csc_ ⚠pi - qqbar_
csgn ⚠ - qqbar_
degree ⚠ - qqbar_
denominator ⚠ - qqbar_
div ⚠ - qqbar_
div_ ⚠fmpq - qqbar_
div_ ⚠fmpz - qqbar_
div_ ⚠si - qqbar_
div_ ⚠ui - qqbar_
eigenvalues_ ⚠fmpq_ mat - qqbar_
eigenvalues_ ⚠fmpz_ mat - qqbar_
enclosure_ ⚠raw - qqbar_
equal ⚠ - qqbar_
equal_ ⚠fmpq_ poly_ val - qqbar_
evaluate_ ⚠fmpq_ poly - qqbar_
evaluate_ ⚠fmpz_ mpoly - qqbar_
evaluate_ ⚠fmpz_ mpoly_ horner - qqbar_
evaluate_ ⚠fmpz_ mpoly_ iter - qqbar_
evaluate_ ⚠fmpz_ poly - qqbar_
exp_ ⚠pi_ i - qqbar_
express_ ⚠in_ field - qqbar_
floor ⚠ - qqbar_
fmpq_ ⚠div - qqbar_
fmpq_ ⚠pow_ si_ ui - qqbar_
fmpq_ ⚠root_ ui - qqbar_
fmpq_ ⚠sub - qqbar_
fmpz_ ⚠div - qqbar_
fmpz_ ⚠poly_ composed_ op - qqbar_
fmpz_ ⚠sub - qqbar_
get_ ⚠acb - qqbar_
get_ ⚠arb - qqbar_
get_ ⚠arb_ im - qqbar_
get_ ⚠arb_ re - qqbar_
get_ ⚠fexpr_ formula - qqbar_
get_ ⚠fexpr_ repr - qqbar_
get_ ⚠fexpr_ root_ indexed - qqbar_
get_ ⚠fexpr_ root_ nearest - qqbar_
get_ ⚠fmpq - qqbar_
get_ ⚠fmpz - qqbar_
get_ ⚠quadratic - qqbar_
guess ⚠ - qqbar_
hash ⚠ - qqbar_
height ⚠ - qqbar_
height_ ⚠bits - qqbar_i⚠
- qqbar_
im ⚠ - qqbar_
init ⚠ - qqbar_
inv ⚠ - qqbar_
is_ ⚠algebraic_ integer - qqbar_
is_ ⚠i - qqbar_
is_ ⚠integer - qqbar_
is_ ⚠neg_ i - qqbar_
is_ ⚠neg_ one - qqbar_
is_ ⚠one - qqbar_
is_ ⚠rational - qqbar_
is_ ⚠real - qqbar_
is_ ⚠root_ of_ unity - qqbar_
is_ ⚠zero - qqbar_
log_ ⚠pi_ i - qqbar_
mul ⚠ - qqbar_
mul_ ⚠2exp_ si - qqbar_
mul_ ⚠fmpq - qqbar_
mul_ ⚠fmpz - qqbar_
mul_ ⚠si - qqbar_
mul_ ⚠ui - qqbar_
neg ⚠ - qqbar_
numerator ⚠ - qqbar_
one ⚠ - qqbar_
phi ⚠ - qqbar_
pow ⚠ - qqbar_
pow_ ⚠fmpq - qqbar_
pow_ ⚠fmpz - qqbar_
pow_ ⚠si - qqbar_
pow_ ⚠ui - qqbar_
print ⚠ - qqbar_
printn ⚠ - qqbar_
printnd ⚠ - qqbar_
randtest ⚠ - qqbar_
randtest_ ⚠nonreal - qqbar_
randtest_ ⚠real - qqbar_
re ⚠ - qqbar_
re_ ⚠im - qqbar_
root_ ⚠of_ unity - qqbar_
root_ ⚠ui - qqbar_
roots_ ⚠fmpq_ poly - qqbar_
roots_ ⚠fmpz_ poly - qqbar_
rsqrt ⚠ - qqbar_
scalar_ ⚠op - qqbar_
sec_ ⚠pi - qqbar_
set ⚠ - qqbar_
set_ ⚠d - qqbar_
set_ ⚠fexpr - qqbar_
set_ ⚠fmpq - qqbar_
set_ ⚠fmpz - qqbar_
set_ ⚠re_ im - qqbar_
set_ ⚠re_ im_ d - qqbar_
set_ ⚠si - qqbar_
set_ ⚠ui - qqbar_
sgn ⚠ - qqbar_
sgn_ ⚠im - qqbar_
sgn_ ⚠re - qqbar_
si_ ⚠div - qqbar_
si_ ⚠sub - qqbar_
sin_ ⚠pi - qqbar_
sqr ⚠ - qqbar_
sqrt ⚠ - qqbar_
sqrt_ ⚠ui - qqbar_
sub ⚠ - qqbar_
sub_ ⚠fmpq - qqbar_
sub_ ⚠fmpz - qqbar_
sub_ ⚠si - qqbar_
sub_ ⚠ui - qqbar_
swap ⚠ - qqbar_
tan_ ⚠pi - qqbar_
ui_ ⚠div - qqbar_
ui_ ⚠sub - qqbar_
within_ ⚠limits - qqbar_
zero ⚠ - qsieve_
add_ ⚠to_ hashtable - qsieve_
clear ⚠ - qsieve_
collect_ ⚠relations - qsieve_
compare_ ⚠relation - qsieve_
compute_ ⚠C - qsieve_
do_ ⚠sieving - qsieve_
do_ ⚠sieving2 - qsieve_
evaluate_ ⚠candidate - qsieve_
evaluate_ ⚠sieve - qsieve_
factor ⚠ - qsieve_
get_ ⚠table_ entry - qsieve_
init ⚠ - qsieve_
init_ ⚠A - qsieve_
init_ ⚠poly_ first - qsieve_
init_ ⚠poly_ next - qsieve_
insert_ ⚠relation - qsieve_
knuth_ ⚠schroeppel - qsieve_
linalg_ ⚠clear - qsieve_
linalg_ ⚠init - qsieve_
linalg_ ⚠realloc - qsieve_
merge_ ⚠relation - qsieve_
merge_ ⚠relations - qsieve_
next_ ⚠A - qsieve_
parse_ ⚠relation - qsieve_
poly_ ⚠clear - qsieve_
poly_ ⚠copy - qsieve_
poly_ ⚠init - qsieve_
primes_ ⚠increment - qsieve_
primes_ ⚠init - qsieve_
process_ ⚠relation - qsieve_
reinit_ ⚠A - qsieve_
relations_ ⚠cmp - qsieve_
remove_ ⚠duplicates - qsieve_
square_ ⚠root - qsieve_
write_ ⚠to_ file - reduce_
matrix ⚠ - sp2gz_
block_ ⚠diag - sp2gz_
decompose ⚠ - sp2gz_
dim ⚠ - sp2gz_
embed ⚠ - sp2gz_
fundamental ⚠ - sp2gz_
inv ⚠ - sp2gz_
is_ ⚠block_ diag - sp2gz_
is_ ⚠correct - sp2gz_
is_ ⚠embedded - sp2gz_
is_ ⚠j - sp2gz_
is_ ⚠trig - sp2gz_j⚠
- sp2gz_
nb_ ⚠fundamental - sp2gz_
randtest ⚠ - sp2gz_
restrict ⚠ - sp2gz_
set_ ⚠blocks - sp2gz_
trig ⚠ - start_
clock ⚠ - stop_
clock ⚠ - swap_
cols ⚠ - thread_
pool_ ⚠clear - thread_
pool_ ⚠get_ size - thread_
pool_ ⚠give_ back - thread_
pool_ ⚠idle_ loop - thread_
pool_ ⚠init - thread_
pool_ ⚠request - thread_
pool_ ⚠restore_ affinity - thread_
pool_ ⚠set_ affinity - thread_
pool_ ⚠set_ size - thread_
pool_ ⚠wait - thread_
pool_ ⚠wake - timeit_
query_ ⚠wall - timeit_
start ⚠ - timeit_
start_ ⚠us - timeit_
stop ⚠ - timeit_
stop_ ⚠us - trig_
prod_ ⚠init - truth_
and ⚠ - truth_
not ⚠ - truth_
or ⚠ - truth_
print ⚠ - truth_
println ⚠ - tuple_
next ⚠ - tuple_
print ⚠ - tuple_
saturate ⚠ - unity_
zp_ ⚠add - unity_
zp_ ⚠ar1 - unity_
zp_ ⚠ar2 - unity_
zp_ ⚠ar3 - unity_
zp_ ⚠ar4 - unity_
zp_ ⚠aut - unity_
zp_ ⚠aut_ inv - unity_
zp_ ⚠clear - unity_
zp_ ⚠coeff_ add_ fmpz - unity_
zp_ ⚠coeff_ add_ ui - unity_
zp_ ⚠coeff_ dec - unity_
zp_ ⚠coeff_ inc - unity_
zp_ ⚠coeff_ set_ fmpz - unity_
zp_ ⚠coeff_ set_ ui - unity_
zp_ ⚠copy - unity_
zp_ ⚠equal - unity_
zp_ ⚠init - unity_
zp_ ⚠is_ unity - unity_
zp_ ⚠jacobi_ sum_ 2q_ one - unity_
zp_ ⚠jacobi_ sum_ 2q_ two - unity_
zp_ ⚠jacobi_ sum_ pq - unity_
zp_ ⚠mul - unity_
zp_ ⚠mul3 - unity_
zp_ ⚠mul4 - unity_
zp_ ⚠mul5 - unity_
zp_ ⚠mul7 - unity_
zp_ ⚠mul8 - unity_
zp_ ⚠mul9 - unity_
zp_ ⚠mul11 - unity_
zp_ ⚠mul16 - unity_
zp_ ⚠mul_ inplace - unity_
zp_ ⚠mul_ scalar_ ui - unity_
zp_ ⚠pow_ 2k_ fmpz - unity_
zp_ ⚠pow_ 2k_ ui - unity_
zp_ ⚠pow_ fmpz - unity_
zp_ ⚠pow_ sliding_ fmpz - unity_
zp_ ⚠pow_ ui - unity_
zp_ ⚠reduce_ cyclotomic - unity_
zp_ ⚠set_ zero - unity_
zp_ ⚠sqr - unity_
zp_ ⚠sqr3 - unity_
zp_ ⚠sqr4 - unity_
zp_ ⚠sqr5 - unity_
zp_ ⚠sqr7 - unity_
zp_ ⚠sqr8 - unity_
zp_ ⚠sqr9 - unity_
zp_ ⚠sqr11 - unity_
zp_ ⚠sqr16 - unity_
zp_ ⚠sqr_ inplace - unity_
zp_ ⚠swap - unity_
zpq_ ⚠add - unity_
zpq_ ⚠clear - unity_
zpq_ ⚠coeff_ add - unity_
zpq_ ⚠coeff_ add_ ui - unity_
zpq_ ⚠coeff_ set_ fmpz - unity_
zpq_ ⚠coeff_ set_ ui - unity_
zpq_ ⚠copy - unity_
zpq_ ⚠equal - unity_
zpq_ ⚠gauss_ sum - unity_
zpq_ ⚠gauss_ sum_ character_ pow - unity_
zpq_ ⚠gauss_ sum_ sigma_ pow - unity_
zpq_ ⚠init - unity_
zpq_ ⚠mul - unity_
zpq_ ⚠mul_ unity_ p_ pow - unity_
zpq_ ⚠pow - unity_
zpq_ ⚠pow_ ui - unity_
zpq_ ⚠swap - z_
add_ ⚠checked - z_
kronecker ⚠ - z_
mat22_ ⚠det_ is_ negative - z_
mul_ ⚠checked - z_
randint ⚠ - z_
randtest ⚠ - z_
randtest_ ⚠not_ zero - z_
sizeinbase ⚠ - zassenhaus_
prune_ ⚠add_ factor - zassenhaus_
prune_ ⚠clear - zassenhaus_
prune_ ⚠degree_ is_ possible - zassenhaus_
prune_ ⚠end_ add_ factors - zassenhaus_
prune_ ⚠init - zassenhaus_
prune_ ⚠must_ be_ irreducible - zassenhaus_
prune_ ⚠set_ degree - zassenhaus_
prune_ ⚠start_ add_ factors - zassenhaus_
subset_ ⚠first - zassenhaus_
subset_ ⚠next - zassenhaus_
subset_ ⚠next_ disjoint
Type Aliases§
- FILE
- FLINT_
FILE - _IO_
lock_ t - __
builtin_ va_ list - __
gnuc_ va_ list - __
off64_ t - __off_t
- __
pthread_ list_ t - _bindgen_
ty_ 13 - _bindgen_
ty_ 14 - _bindgen_
ty_ 17 - _fexpr_
latex_ writer - _fmpq_
ball_ t - _fmpq_
cfrac_ list_ t - _fmpz_
mat22_ t - _gr_
method_ get_ si_ op - _ui_
mat22_ t - acb_
calc_ func_ t - acb_
calc_ integrate_ opt_ t - acb_
dft_ bluestein_ t - acb_
dft_ crt_ t - acb_
dft_ cyc_ t - acb_
dft_ naive_ t - acb_
dft_ pre_ t - acb_
dft_ prod_ t - acb_
dft_ rad2_ t - acb_
dft_ step_ ptr - acb_
dirichlet_ hurwitz_ precomp_ t - acb_
dirichlet_ platt_ c_ precomp_ t - acb_
dirichlet_ platt_ i_ precomp_ t - acb_
dirichlet_ platt_ ws_ precomp_ t - acb_
dirichlet_ roots_ t - acb_
mat_ t - acb_
poly_ t - acb_ptr
- acb_
srcptr - acb_t
- acb_
theta_ eld_ t - acb_
theta_ naive_ worker_ t - acb_
theta_ ql_ worker_ t - acf_ptr
- acf_
srcptr - acf_t
- apow_t
- aprcl_
config - arb_
calc_ func_ t - arb_
mat_ t - arb_
poly_ t - arb_ptr
- arb_
srcptr - arb_t
- arf_
interval_ ptr - arf_
interval_ srcptr - arf_
interval_ t - arf_ptr
- arf_
rnd_ t - arf_
srcptr - arf_t
- bad_
fq_ nmod_ embed_ struct - bad_
fq_ nmod_ embed_ t - bad_
fq_ nmod_ mpoly_ embed_ chooser_ struct - bad_
fq_ nmod_ mpoly_ embed_ chooser_ t - bernoulli_
rev_ t - bool_
mat_ t - bsplit_
basecase_ func_ t - bsplit_
clear_ func_ t - bsplit_
init_ func_ t - bsplit_
merge_ func_ t - ca_
ctx_ t - ca_
ext_ cache_ t - ca_
ext_ ptr - ca_
ext_ srcptr - ca_
ext_ t - ca_
factor_ t - ca_
field_ cache_ t - ca_
field_ ptr - ca_
field_ srcptr - ca_
field_ t - ca_
mat_ t - ca_
poly_ t - ca_
poly_ vec_ t - ca_ptr
- ca_
srcptr - ca_t
- ca_
vec_ t - calcium_
func_ code - crt_t
- d_mat_t
- dirichlet_
char_ t - dirichlet_
group_ t - dlog_
1modpe_ t - dlog_
bsgs_ t - dlog_
crt_ t - dlog_
modpe_ t - dlog_
order23_ t - dlog_
power_ t - dlog_
precomp_ t - dlog_
preconn_ ptr - dlog_
rho_ t - dlog_
table_ t - do_
func_ t - dot_
method_ t - ecm_t
- fexpr_
builtin_ symbol - fexpr_
ptr - fexpr_
srcptr - fexpr_t
- fexpr_
vec_ t - flint_
bitcnt_ t - flint_
cleanup_ function_ t - flint_
err_ t - flint_
rand_ t - fmpq_
mat_ t - fmpq_
mpoly_ ctx_ t - fmpq_
mpoly_ factor_ t - fmpq_
mpoly_ t - fmpq_
mpoly_ univar_ t - fmpq_
poly_ powers_ precomp_ t - fmpq_
poly_ t - fmpq_t
- fmpz
- fmpz_
bpoly_ t - fmpz_
comb_ t - fmpz_
comb_ temp_ t - fmpz_
factor_ t - fmpz_
gram_ t - fmpz_
lll_ t - fmpz_
mat_ t - fmpz_
mod_ berlekamp_ massey_ t - fmpz_
mod_ bpoly_ stack_ t - fmpz_
mod_ bpoly_ t - fmpz_
mod_ ctx_ struct - fmpz_
mod_ ctx_ t - fmpz_
mod_ discrete_ log_ pohlig_ hellman_ t - fmpz_
mod_ mat_ struct - fmpz_
mod_ mat_ t - fmpz_
mod_ mpoly_ ctx_ t - fmpz_
mod_ mpoly_ factor_ t - fmpz_
mod_ mpoly_ geobucket_ struct - fmpz_
mod_ mpoly_ geobucket_ t - fmpz_
mod_ mpoly_ pfrac_ t - fmpz_
mod_ mpoly_ t - fmpz_
mod_ mpoly_ univar_ t - fmpz_
mod_ mpolyn_ stack_ t - fmpz_
mod_ mpolyn_ t - fmpz_
mod_ mpolyu_ t - fmpz_
mod_ mpolyv_ t - fmpz_
mod_ poly_ bpoly_ stack_ t - fmpz_
mod_ poly_ factor_ t - fmpz_
mod_ poly_ frobenius_ powers_ 2exp_ t - fmpz_
mod_ poly_ frobenius_ powers_ t - fmpz_
mod_ poly_ polyun_ mpolyn_ stack_ t - fmpz_
mod_ poly_ polyun_ stack_ t - fmpz_
mod_ poly_ radix_ t - fmpz_
mod_ poly_ res_ t - fmpz_
mod_ poly_ stack_ t - fmpz_
mod_ poly_ t - fmpz_
mod_ polyu_ t - fmpz_
mod_ polyun_ stack_ t - fmpz_
mod_ polyun_ t - fmpz_
mod_ tpoly_ t - fmpz_
mpoly_ ctx_ t - fmpz_
mpoly_ factor_ t - fmpz_
mpoly_ geobucket_ struct - fmpz_
mpoly_ geobucket_ t - fmpz_
mpoly_ pfrac_ t - fmpz_
mpoly_ q_ t - fmpz_
mpoly_ stripe_ struct - fmpz_
mpoly_ stripe_ t - fmpz_
mpoly_ t - fmpz_
mpoly_ univar_ t - fmpz_
mpoly_ vec_ t - fmpz_
mpolyd_ ctx_ t - fmpz_
mpolyd_ t - fmpz_
mpolyv_ t - fmpz_
multi_ CRT_ t - fmpz_
multi_ mod_ t - fmpz_
poly_ factor_ t - fmpz_
poly_ mat_ t - fmpz_
poly_ mul_ precache_ t - fmpz_
poly_ pfrac_ t - fmpz_
poly_ powers_ precomp_ t - fmpz_
poly_ q_ t - fmpz_
poly_ t - fmpz_
pow_ cache_ t - fmpz_
preinvn_ t - fmpz_t
- fmpz_
tpoly_ t - fmpzi_t
- fq_
ctx_ t - fq_
default_ ctx_ struct - fq_
default_ ctx_ t - fq_
default_ mat_ t - fq_
default_ poly_ factor_ t - fq_
default_ poly_ t - fq_
default_ t - fq_
mat_ t - fq_
nmod_ ctx_ t - fq_
nmod_ mat_ t - fq_
nmod_ mpoly_ ctx_ t - fq_
nmod_ mpoly_ factor_ t - fq_
nmod_ mpoly_ geobucket_ struct - fq_
nmod_ mpoly_ geobucket_ t - fq_
nmod_ mpoly_ pfrac_ t - fq_
nmod_ mpoly_ t - fq_
nmod_ mpoly_ univar_ t - fq_
nmod_ mpolyn_ t - fq_
nmod_ mpolyu_ t - fq_
nmod_ mpolyun_ t - fq_
nmod_ mpolyv_ t - fq_
nmod_ poly_ factor_ t - fq_
nmod_ poly_ t - fq_
nmod_ struct - fq_
nmod_ t - fq_
poly_ factor_ t - fq_
poly_ t - fq_
struct - fq_t
- fq_
zech_ bpoly_ t - fq_
zech_ ctx_ t - fq_
zech_ mat_ t - fq_
zech_ mpoly_ ctx_ t - fq_
zech_ mpoly_ factor_ t - fq_
zech_ mpoly_ geobucket_ struct - fq_
zech_ mpoly_ geobucket_ t - fq_
zech_ mpoly_ pfrac_ t - fq_
zech_ mpoly_ t - fq_
zech_ mpoly_ univar_ t - fq_
zech_ mpolyn_ t - fq_
zech_ mpolyu_ t - fq_
zech_ mpolyun_ t - fq_
zech_ mpolyv_ t - fq_
zech_ poly_ factor_ t - fq_
zech_ poly_ t - fq_
zech_ polyu_ t - fq_
zech_ polyun_ t - fq_
zech_ t - fq_
zech_ tpoly_ t - gr_
ctx_ ptr - gr_
ctx_ t - gr_
funcptr - gr_
mat_ t - gr_
method - gr_
method_ binary_ binary_ op - gr_
method_ binary_ binary_ op_ ui_ ui - gr_
method_ binary_ op - gr_
method_ binary_ op_ fmpq - gr_
method_ binary_ op_ fmpz - gr_
method_ binary_ op_ fmpz_ fmpz - gr_
method_ binary_ op_ fmpz_ si - gr_
method_ binary_ op_ get_ int - gr_
method_ binary_ op_ other - gr_
method_ binary_ op_ other_ get_ int - gr_
method_ binary_ op_ si - gr_
method_ binary_ op_ ui - gr_
method_ binary_ op_ ui_ si - gr_
method_ binary_ op_ ui_ ui - gr_
method_ binary_ op_ with_ flag - gr_
method_ binary_ predicate - gr_
method_ binary_ unary_ op - gr_
method_ binary_ unary_ op_ with_ flag - gr_
method_ constant_ op - gr_
method_ constant_ op_ get_ fmpz - gr_
method_ constant_ op_ get_ si - gr_
method_ ctx - gr_
method_ ctx_ get_ si - gr_
method_ ctx_ predicate - gr_
method_ ctx_ set_ si - gr_
method_ ctx_ set_ str - gr_
method_ ctx_ set_ strs - gr_
method_ ctx_ set_ truth - gr_
method_ ctx_ stream - gr_
method_ factor_ op - gr_
method_ fmpq_ binary_ op - gr_
method_ fmpz_ binary_ op - gr_
method_ get_ fexpr_ op - gr_
method_ init_ clear_ op - gr_
method_ mat_ binary_ op - gr_
method_ mat_ binary_ op_ with_ flag - gr_
method_ mat_ diagonalization_ op - gr_
method_ mat_ lu_ op - gr_
method_ mat_ pivot_ op - gr_
method_ mat_ unary_ op - gr_
method_ mat_ unary_ op_ get_ scalar - gr_
method_ other_ binary_ op - gr_
method_ other_ op_ vec - gr_
method_ pfq_ op_ op - gr_
method_ poly_ binary_ binary_ op - gr_
method_ poly_ binary_ op - gr_
method_ poly_ binary_ trunc_ op - gr_
method_ poly_ gcd_ op - gr_
method_ poly_ unary_ trunc_ op - gr_
method_ poly_ xgcd_ op - gr_
method_ quaternary_ binary_ op - gr_
method_ quaternary_ op - gr_
method_ quaternary_ op_ with_ flag - gr_
method_ quaternary_ ternary_ op - gr_
method_ quaternary_ unary_ op - gr_
method_ randtest - gr_
method_ scalar_ other_ op_ vec - gr_
method_ scalar_ vec_ op - gr_
method_ set_ fexpr_ op - gr_
method_ si_ binary_ op - gr_
method_ si_ si_ quaternary_ op - gr_
method_ stream_ in - gr_
method_ stream_ in_ si - gr_
method_ swap_ op - gr_
method_ ternary_ op - gr_
method_ ternary_ op_ with_ flag - gr_
method_ ternary_ unary_ op - gr_
method_ ui_ binary_ op - gr_
method_ unary_ op - gr_
method_ unary_ op_ d - gr_
method_ unary_ op_ fmpq - gr_
method_ unary_ op_ fmpz - gr_
method_ unary_ op_ get_ d - gr_
method_ unary_ op_ get_ fmpq - gr_
method_ unary_ op_ get_ fmpz - gr_
method_ unary_ op_ get_ fmpz_ fmpz - gr_
method_ unary_ op_ get_ si - gr_
method_ unary_ op_ get_ ui - gr_
method_ unary_ op_ other - gr_
method_ unary_ op_ si - gr_
method_ unary_ op_ str - gr_
method_ unary_ op_ ui - gr_
method_ unary_ op_ with_ flag - gr_
method_ unary_ predicate - gr_
method_ vec_ constant_ op - gr_
method_ vec_ ctx_ op - gr_
method_ vec_ dot_ fmpz_ op - gr_
method_ vec_ dot_ op - gr_
method_ vec_ dot_ si_ op - gr_
method_ vec_ dot_ ui_ op - gr_
method_ vec_ init_ clear_ op - gr_
method_ vec_ normalise_ op - gr_
method_ vec_ normalise_ weak_ op - gr_
method_ vec_ op - gr_
method_ vec_ op_ other - gr_
method_ vec_ op_ scalar_ other - gr_
method_ vec_ predicate - gr_
method_ vec_ reduce_ op - gr_
method_ vec_ scalar_ op - gr_
method_ vec_ scalar_ op_ fmpq - gr_
method_ vec_ scalar_ op_ fmpz - gr_
method_ vec_ scalar_ op_ si - gr_
method_ vec_ scalar_ op_ ui - gr_
method_ vec_ swap_ op - gr_
method_ vec_ vec_ op - gr_
method_ vec_ vec_ predicate - gr_
method_ void_ unary_ op - gr_
mpoly_ ctx_ struct - gr_
mpoly_ ctx_ t - gr_
mpoly_ t - gr_
poly_ roots_ op - gr_
poly_ roots_ op_ other - gr_
poly_ t - gr_ptr
- gr_
series_ ctx_ t - gr_
srcptr - gr_
static_ method_ table - gr_
stream_ t - gr_
vec_ t - gr_
which_ structure - gram_
type - hypgeom_
t - lnf_
elem_ t - mag_ptr
- mag_
srcptr - mag_t
- meminfo_
t - mp_
exp_ t - mp_
limb_ signed_ t - mp_
limb_ t - mp_ptr
- mp_
size_ t - mp_
srcptr - mpf
- mpf_
mat_ t - mpf_t
- mpoly_
compression_ t - mpoly_
ctx_ t - mpoly_
gcd_ info_ t - mpoly_
parse_ t - mpoly_
rbtree_ fmpz_ t - mpoly_
rbtree_ ui_ t - mpoly_
univar_ t - mpoly_
void_ ring_ t - mpq_t
- mpz_ptr
- mpz_t
- n_
bpoly_ stack_ t - n_
bpoly_ t - n_ecm_t
- n_
fq_ bpoly_ struct - n_
fq_ bpoly_ t - n_
fq_ poly_ struct - n_
fq_ poly_ t - n_
fq_ polyu_ struct - n_
fq_ polyu_ t - n_
fq_ polyun_ struct - n_
fq_ polyun_ t - n_
fq_ tpoly_ struct - n_
fq_ tpoly_ t - n_
poly_ bpoly_ stack_ t - n_
poly_ polyun_ stack_ t - n_
poly_ stack_ t - n_
poly_ t - n_
polyu_ t - n_
polyun_ stack_ t - n_
polyun_ t - n_
primes_ t - n_
tpoly_ t - nf_
elem_ t - nf_t
- nfloat64_
t - nfloat128_
t - nfloat192_
t - nfloat256_
t - nfloat384_
t - nfloat512_
t - nfloat1024_
t - nfloat2048_
t - nfloat4096_
t - nfloat_
complex_ ptr - nfloat_
complex_ srcptr - nfloat_
ptr - nfloat_
srcptr - nmod_
berlekamp_ massey_ t - nmod_
discrete_ log_ pohlig_ hellman_ t - nmod_
eval_ interp_ t - nmod_
gcds_ ret_ t - nmod_
mat_ t - nmod_
mpoly_ ctx_ t - nmod_
mpoly_ factor_ t - nmod_
mpoly_ geobucket_ struct - nmod_
mpoly_ geobucket_ t - nmod_
mpoly_ pfrac_ t - nmod_
mpoly_ stripe_ struct - nmod_
mpoly_ stripe_ t - nmod_
mpoly_ t - nmod_
mpoly_ univar_ t - nmod_
mpolyd_ ctx_ t - nmod_
mpolyd_ t - nmod_
mpolyn_ t - nmod_
mpolyu_ t - nmod_
mpolyun_ t - nmod_
mpolyv_ t - nmod_
poly_ factor_ t - nmod_
poly_ mat_ t - nmod_
poly_ multi_ crt_ t - nmod_
poly_ res_ t - nmod_
poly_ stack_ t - nmod_
poly_ t - nn_ptr
- nn_
srcptr - ordering_
t - padic_
ctx_ t - padic_
inv_ t - padic_
mat_ t - padic_
poly_ t - padic_
print_ mode - padic_t
- primality_
test_ status - profile_
target_ t - psl2z_t
- pthread_
t - qadic_
ctx_ t - qadic_
struct - qadic_t
- qfb_t
- qnf_
elem_ t - qqbar_
ptr - qqbar_
srcptr - qqbar_t
- qs_
poly_ t - qs_t
- rep_
type - slong
- thread_
pool_ entry_ t - thread_
pool_ handle - thread_
pool_ t - timeit_
t - trig_
prod_ t - truth_t
- ulong
- unity_
zp - unity_
zpq - va_list
- zassenhaus_
prune_ t - zz_ptr
- zz_
srcptr