Expand description
*See the Arb documentation.
Structs§
Functions§
- _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_ ⚠entry_ ptr - _acb_
vec_ ⚠estimate_ allocated_ bytes - _acb_
vec_ ⚠get_ unique_ fmpz_ vec - _acb_
vec_ ⚠indeterminate - _acb_
vec_ ⚠init - _acb_
vec_ ⚠is_ real - _acb_
vec_ ⚠is_ zero - _acb_
vec_ ⚠neg - _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_ round - _acb_
vec_ ⚠sort_ pretty - _acb_
vec_ ⚠sub - _acb_
vec_ ⚠trim - _acb_
vec_ ⚠unit_ roots - _acb_
vec_ ⚠zero - acb_abs⚠
- acb_
acos ⚠ - acb_
acosh ⚠ - acb_add⚠
- acb_
add_ ⚠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_
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_
digamma ⚠ - 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_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_
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_mul⚠
- acb_
mul_ ⚠2exp_ fmpz - acb_
mul_ ⚠2exp_ si - acb_
mul_ ⚠arb - acb_
mul_ ⚠fmpz - 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_
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_
rising2_ ⚠ui_ bs - acb_
rising2_ ⚠ui_ rs - acb_
rising_ ⚠ui - acb_
rising_ ⚠ui_ bs - acb_
rising_ ⚠ui_ get_ mag - acb_
rising_ ⚠ui_ rec - acb_
rising_ ⚠ui_ rs - 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_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_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_tan⚠
- acb_
tan_ ⚠pi - acb_
tanh ⚠ - acb_
trim ⚠ - acb_
union ⚠ - acb_
unit_ ⚠root - acb_
zero ⚠ - acb_
zeta ⚠