List of all items
Structs
- acb::acb_struct
- acb_calc::acb_calc_integrate_opt_struct
- acb_dft::acb_dft_bluestein_struct
- acb_dft::acb_dft_crt_struct
- acb_dft::acb_dft_cyc_struct
- acb_dft::acb_dft_naive_struct
- acb_dft::acb_dft_pre_struct
- acb_dft::acb_dft_prod_struct
- acb_dft::acb_dft_rad2_struct
- acb_dft::acb_dft_step_struct
- acb_dft::crt_struct
- acb_dirichlet::acb_dirichlet_hurwitz_precomp_struct
- acb_dirichlet::acb_dirichlet_platt_c_precomp_struct
- acb_dirichlet::acb_dirichlet_platt_i_precomp_struct
- acb_dirichlet::acb_dirichlet_platt_ws_precomp_struct
- acb_dirichlet::acb_dirichlet_roots_struct
- acb_mat::acb_mat_struct
- acb_modular::psl2z_struct
- acb_poly::acb_poly_struct
- arb::arb_struct
- arb_calc::arf_interval_struct
- arb_mat::arb_mat_struct
- arb_poly::arb_poly_struct
- arf::arf_struct
- arf::mantissa_noptr_struct
- arf::mantissa_ptr_struct
- arith::trig_prod_struct
- bernoulli::bernoulli_rev_struct
- bool_mat::bool_mat_struct
- dirichlet::dirichlet_char_struct
- dirichlet::dirichlet_group_struct
- dirichlet::dirichlet_prime_group_struct
- dlog::apow
- dlog::dlog_1modpe_struct
- dlog::dlog_bsgs_struct
- dlog::dlog_crt_struct
- dlog::dlog_modpe_struct
- dlog::dlog_power_struct
- dlog::dlog_precomp_struct
- dlog::dlog_rho_struct
- dlog::dlog_table_struct
- fmpr::fmpr_struct
- hypgeom::hypgeom_struct
- mag::mag_struct
Unions
- acb_dft::acb_dft_pre_struct__bindgen_ty_1
- arf::mantissa_struct
- dlog::dlog_precomp_struct__bindgen_ty_1
Functions
- acb::_acb_vec_add
- acb::_acb_vec_add_error_arf_vec
- acb::_acb_vec_add_error_mag_vec
- acb::_acb_vec_allocated_bytes
- acb::_acb_vec_bits
- acb::_acb_vec_clear
- acb::_acb_vec_entry_ptr
- acb::_acb_vec_estimate_allocated_bytes
- acb::_acb_vec_get_unique_fmpz_vec
- acb::_acb_vec_indeterminate
- acb::_acb_vec_init
- acb::_acb_vec_is_real
- acb::_acb_vec_is_zero
- acb::_acb_vec_neg
- acb::_acb_vec_scalar_addmul
- acb::_acb_vec_scalar_div
- acb::_acb_vec_scalar_div_arb
- acb::_acb_vec_scalar_div_fmpz
- acb::_acb_vec_scalar_div_ui
- acb::_acb_vec_scalar_mul
- acb::_acb_vec_scalar_mul_2exp_si
- acb::_acb_vec_scalar_mul_arb
- acb::_acb_vec_scalar_mul_fmpz
- acb::_acb_vec_scalar_mul_onei
- acb::_acb_vec_scalar_mul_ui
- acb::_acb_vec_scalar_submul
- acb::_acb_vec_set
- acb::_acb_vec_set_powers
- acb::_acb_vec_set_round
- acb::_acb_vec_sort_pretty
- acb::_acb_vec_sub
- acb::_acb_vec_trim
- acb::_acb_vec_unit_roots
- acb::_acb_vec_zero
- acb::acb_abs
- acb::acb_acos
- acb::acb_acosh
- acb::acb_add
- acb::acb_add_arb
- acb::acb_add_error_arf
- acb::acb_add_error_mag
- acb::acb_add_fmpz
- acb::acb_add_si
- acb::acb_add_ui
- acb::acb_addmul
- acb::acb_addmul_arb
- acb::acb_addmul_fmpz
- acb::acb_addmul_si
- acb::acb_addmul_ui
- acb::acb_agm
- acb::acb_agm1
- acb::acb_agm1_cpx
- acb::acb_allocated_bytes
- acb::acb_approx_dot
- acb::acb_arg
- acb::acb_asin
- acb::acb_asinh
- acb::acb_atan
- acb::acb_atanh
- acb::acb_barnes_g
- acb::acb_bernoulli_poly_ui
- acb::acb_bits
- acb::acb_chebyshev_t2_ui
- acb::acb_chebyshev_t_ui
- acb::acb_chebyshev_u2_ui
- acb::acb_chebyshev_u_ui
- acb::acb_clear
- acb::acb_conj
- acb::acb_const_pi
- acb::acb_contains
- acb::acb_contains_fmpq
- acb::acb_contains_fmpz
- acb::acb_contains_int
- acb::acb_contains_interior
- acb::acb_contains_zero
- acb::acb_cos
- acb::acb_cos_pi
- acb::acb_cosh
- acb::acb_cot
- acb::acb_cot_pi
- acb::acb_coth
- acb::acb_csc
- acb::acb_csc_pi
- acb::acb_csch
- acb::acb_csgn
- acb::acb_cube
- acb::acb_digamma
- acb::acb_div
- acb::acb_div_arb
- acb::acb_div_fmpz
- acb::acb_div_onei
- acb::acb_div_si
- acb::acb_div_ui
- acb::acb_dot
- acb::acb_dot_fmpz
- acb::acb_dot_precise
- acb::acb_dot_si
- acb::acb_dot_simple
- acb::acb_dot_siui
- acb::acb_dot_ui
- acb::acb_dot_uiui
- acb::acb_eq
- acb::acb_equal
- acb::acb_equal_si
- acb::acb_exp
- acb::acb_exp_invexp
- acb::acb_exp_pi_i
- acb::acb_expm1
- acb::acb_fprint
- acb::acb_fprintd
- acb::acb_fprintn
- acb::acb_gamma
- acb::acb_get_abs_lbound_arf
- acb::acb_get_abs_ubound_arf
- acb::acb_get_imag
- acb::acb_get_mag
- acb::acb_get_mag_lower
- acb::acb_get_mid
- acb::acb_get_rad_ubound_arf
- acb::acb_get_real
- acb::acb_get_unique_fmpz
- acb::acb_hurwitz_zeta
- acb::acb_imag_ptr
- acb::acb_indeterminate
- acb::acb_init
- acb::acb_inv
- acb::acb_is_exact
- acb::acb_is_finite
- acb::acb_is_int
- acb::acb_is_int_2exp_si
- acb::acb_is_one
- acb::acb_is_real
- acb::acb_is_zero
- acb::acb_lambertw
- acb::acb_lambertw_asymp
- acb::acb_lambertw_bound_deriv
- acb::acb_lambertw_check_branch
- acb::acb_lgamma
- acb::acb_log
- acb::acb_log1p
- acb::acb_log_analytic
- acb::acb_log_barnes_g
- acb::acb_log_sin_pi
- acb::acb_mul
- acb::acb_mul_2exp_fmpz
- acb::acb_mul_2exp_si
- acb::acb_mul_arb
- acb::acb_mul_fmpz
- acb::acb_mul_naive
- acb::acb_mul_onei
- acb::acb_mul_si
- acb::acb_mul_ui
- acb::acb_ne
- acb::acb_neg
- acb::acb_neg_round
- acb::acb_one
- acb::acb_onei
- acb::acb_overlaps
- acb::acb_polygamma
- acb::acb_polylog
- acb::acb_polylog_si
- acb::acb_pow
- acb::acb_pow_analytic
- acb::acb_pow_arb
- acb::acb_pow_fmpz
- acb::acb_pow_si
- acb::acb_pow_ui
- acb::acb_print
- acb::acb_printd
- acb::acb_printn
- acb::acb_quadratic_roots_fmpz
- acb::acb_randtest
- acb::acb_randtest_param
- acb::acb_randtest_precise
- acb::acb_randtest_special
- acb::acb_real_abs
- acb::acb_real_ceil
- acb::acb_real_floor
- acb::acb_real_heaviside
- acb::acb_real_max
- acb::acb_real_min
- acb::acb_real_ptr
- acb::acb_real_sgn
- acb::acb_real_sqrtpos
- acb::acb_rel_accuracy_bits
- acb::acb_rel_error_bits
- acb::acb_rel_one_accuracy_bits
- acb::acb_rgamma
- acb::acb_rising
- acb::acb_rising2_ui
- acb::acb_rising2_ui_bs
- acb::acb_rising2_ui_rs
- acb::acb_rising_ui
- acb::acb_rising_ui_bs
- acb::acb_rising_ui_get_mag
- acb::acb_rising_ui_rec
- acb::acb_rising_ui_rs
- acb::acb_root_ui
- acb::acb_rsqrt
- acb::acb_rsqrt_analytic
- acb::acb_sec
- acb::acb_sech
- acb::acb_set
- acb::acb_set_arb
- acb::acb_set_arb_arb
- acb::acb_set_d
- acb::acb_set_d_d
- acb::acb_set_fmpq
- acb::acb_set_fmpz
- acb::acb_set_fmpz_fmpz
- acb::acb_set_round
- acb::acb_set_round_arb
- acb::acb_set_round_fmpz
- acb::acb_set_si
- acb::acb_set_si_si
- acb::acb_set_ui
- acb::acb_sgn
- acb::acb_sin
- acb::acb_sin_cos
- acb::acb_sin_cos_pi
- acb::acb_sin_pi
- acb::acb_sinc
- acb::acb_sinc_pi
- acb::acb_sinh
- acb::acb_sinh_cosh
- acb::acb_sqr
- acb::acb_sqrt
- acb::acb_sqrt_analytic
- acb::acb_sub
- acb::acb_sub_arb
- acb::acb_sub_fmpz
- acb::acb_sub_si
- acb::acb_sub_ui
- acb::acb_submul
- acb::acb_submul_arb
- acb::acb_submul_fmpz
- acb::acb_submul_si
- acb::acb_submul_ui
- acb::acb_swap
- acb::acb_tan
- acb::acb_tan_pi
- acb::acb_tanh
- acb::acb_trim
- acb::acb_union
- acb::acb_unit_root
- acb::acb_zero
- acb::acb_zeta
- acb_calc::acb_calc_cauchy_bound
- acb_calc::acb_calc_integrate
- acb_calc::acb_calc_integrate_gl_auto_deg
- acb_calc::acb_calc_integrate_opt_init
- acb_calc::acb_calc_integrate_taylor
- acb_dft::_acb_dft_bluestein_init
- acb_dft::_acb_dft_crt_init
- acb_dft::_acb_dft_cyc_init
- acb_dft::_acb_dft_cyc_init_z_fac
- acb_dft::_acb_dft_naive
- acb_dft::_acb_dft_naive_init
- acb_dft::_acb_dft_precomp_init
- acb_dft::_acb_dft_rad2_init
- acb_dft::_acb_dft_steps_prod
- acb_dft::acb_dft
- acb_dft::acb_dft_bluestein
- acb_dft::acb_dft_bluestein_precomp
- acb_dft::acb_dft_convol
- acb_dft::acb_dft_convol_dft
- acb_dft::acb_dft_convol_mullow
- acb_dft::acb_dft_convol_naive
- acb_dft::acb_dft_convol_rad2
- acb_dft::acb_dft_convol_rad2_precomp
- acb_dft::acb_dft_crt
- acb_dft::acb_dft_crt_clear
- acb_dft::acb_dft_crt_init
- acb_dft::acb_dft_crt_precomp
- acb_dft::acb_dft_cyc
- acb_dft::acb_dft_cyc_clear
- acb_dft::acb_dft_cyc_precomp
- acb_dft::acb_dft_inverse
- acb_dft::acb_dft_inverse_precomp
- acb_dft::acb_dft_inverse_rad2_precomp
- acb_dft::acb_dft_inverse_rad2_precomp_inplace
- acb_dft::acb_dft_naive
- acb_dft::acb_dft_naive_precomp
- acb_dft::acb_dft_precomp
- acb_dft::acb_dft_precomp_clear
- acb_dft::acb_dft_precomp_init
- acb_dft::acb_dft_prod
- acb_dft::acb_dft_prod_clear
- acb_dft::acb_dft_prod_precomp
- acb_dft::acb_dft_rad2
- acb_dft::acb_dft_rad2_inplace
- acb_dft::acb_dft_rad2_inplace_threaded
- acb_dft::acb_dft_rad2_precomp
- acb_dft::acb_dft_rad2_precomp_inplace
- acb_dft::acb_dft_rad2_precomp_inplace_threaded
- acb_dft::acb_dft_step
- acb_dft::crt_decomp
- acb_dft::crt_init
- acb_dft::crt_recomp
- acb_dirichlet::_acb_dirichlet_definite_hardy_z
- acb_dirichlet::_acb_dirichlet_euler_product_real_ui
- acb_dirichlet::_acb_dirichlet_exact_zeta_nzeros
- acb_dirichlet::_acb_dirichlet_hardy_theta_series
- acb_dirichlet::_acb_dirichlet_hardy_z_series
- acb_dirichlet::_acb_dirichlet_isolate_gram_hardy_z_zero
- acb_dirichlet::_acb_dirichlet_isolate_rosser_hardy_z_zero
- acb_dirichlet::_acb_dirichlet_isolate_turing_hardy_z_zero
- acb_dirichlet::_acb_dirichlet_l_series
- acb_dirichlet::_acb_dirichlet_platt_local_hardy_z_zeros
- acb_dirichlet::_acb_dirichlet_refine_hardy_z_zero
- acb_dirichlet::_acb_dirichlet_theta_argument_at_arb
- acb_dirichlet::acb_dirichlet_arb_quadratic_powers
- acb_dirichlet::acb_dirichlet_backlund_s
- acb_dirichlet::acb_dirichlet_backlund_s_bound
- acb_dirichlet::acb_dirichlet_backlund_s_gram
- acb_dirichlet::acb_dirichlet_chi
- acb_dirichlet::acb_dirichlet_chi_vec
- acb_dirichlet::acb_dirichlet_dft
- acb_dirichlet::acb_dirichlet_dft_index
- acb_dirichlet::acb_dirichlet_eta
- acb_dirichlet::acb_dirichlet_gauss_sum
- acb_dirichlet::acb_dirichlet_gauss_sum_factor
- acb_dirichlet::acb_dirichlet_gauss_sum_naive
- acb_dirichlet::acb_dirichlet_gauss_sum_order2
- acb_dirichlet::acb_dirichlet_gauss_sum_theta
- acb_dirichlet::acb_dirichlet_gram_point
- acb_dirichlet::acb_dirichlet_hardy_theta
- acb_dirichlet::acb_dirichlet_hardy_theta_series
- acb_dirichlet::acb_dirichlet_hardy_z
- acb_dirichlet::acb_dirichlet_hardy_z_series
- acb_dirichlet::acb_dirichlet_hardy_z_zeros
- acb_dirichlet::acb_dirichlet_hurwitz
- acb_dirichlet::acb_dirichlet_hurwitz_precomp_bound
- acb_dirichlet::acb_dirichlet_hurwitz_precomp_choose_param
- acb_dirichlet::acb_dirichlet_hurwitz_precomp_clear
- acb_dirichlet::acb_dirichlet_hurwitz_precomp_eval
- acb_dirichlet::acb_dirichlet_hurwitz_precomp_init
- acb_dirichlet::acb_dirichlet_hurwitz_precomp_init_num
- acb_dirichlet::acb_dirichlet_isolate_hardy_z_zero
- acb_dirichlet::acb_dirichlet_jacobi_sum
- acb_dirichlet::acb_dirichlet_jacobi_sum_factor
- acb_dirichlet::acb_dirichlet_jacobi_sum_gauss
- acb_dirichlet::acb_dirichlet_jacobi_sum_naive
- acb_dirichlet::acb_dirichlet_jacobi_sum_ui
- acb_dirichlet::acb_dirichlet_l
- acb_dirichlet::acb_dirichlet_l_euler_product
- acb_dirichlet::acb_dirichlet_l_hurwitz
- acb_dirichlet::acb_dirichlet_l_jet
- acb_dirichlet::acb_dirichlet_l_series
- acb_dirichlet::acb_dirichlet_l_vec_hurwitz
- acb_dirichlet::acb_dirichlet_pairing
- acb_dirichlet::acb_dirichlet_pairing_char
- acb_dirichlet::acb_dirichlet_platt_beta
- acb_dirichlet::acb_dirichlet_platt_bound_C3
- acb_dirichlet::acb_dirichlet_platt_c_bound
- acb_dirichlet::acb_dirichlet_platt_c_bound_precomp
- acb_dirichlet::acb_dirichlet_platt_c_precomp_clear
- acb_dirichlet::acb_dirichlet_platt_c_precomp_init
- acb_dirichlet::acb_dirichlet_platt_hardy_z_zeros
- acb_dirichlet::acb_dirichlet_platt_i_bound
- acb_dirichlet::acb_dirichlet_platt_i_bound_precomp
- acb_dirichlet::acb_dirichlet_platt_i_precomp_clear
- acb_dirichlet::acb_dirichlet_platt_i_precomp_init
- acb_dirichlet::acb_dirichlet_platt_lemma_32
- acb_dirichlet::acb_dirichlet_platt_lemma_A11
- acb_dirichlet::acb_dirichlet_platt_lemma_A5
- acb_dirichlet::acb_dirichlet_platt_lemma_A7
- acb_dirichlet::acb_dirichlet_platt_lemma_A9
- acb_dirichlet::acb_dirichlet_platt_lemma_B1
- acb_dirichlet::acb_dirichlet_platt_lemma_B2
- acb_dirichlet::acb_dirichlet_platt_local_hardy_z_zeros
- acb_dirichlet::acb_dirichlet_platt_multieval
- acb_dirichlet::acb_dirichlet_platt_multieval_threaded
- acb_dirichlet::acb_dirichlet_platt_scaled_lambda
- acb_dirichlet::acb_dirichlet_platt_scaled_lambda_vec
- acb_dirichlet::acb_dirichlet_platt_ws_interpolation
- acb_dirichlet::acb_dirichlet_platt_ws_interpolation_precomp
- acb_dirichlet::acb_dirichlet_platt_ws_precomp_clear
- acb_dirichlet::acb_dirichlet_platt_ws_precomp_init
- acb_dirichlet::acb_dirichlet_platt_zeta_zeros
- acb_dirichlet::acb_dirichlet_powsum_sieved
- acb_dirichlet::acb_dirichlet_powsum_smooth
- acb_dirichlet::acb_dirichlet_powsum_term
- acb_dirichlet::acb_dirichlet_qseries_arb
- acb_dirichlet::acb_dirichlet_qseries_arb_powers_naive
- acb_dirichlet::acb_dirichlet_qseries_arb_powers_smallorder
- acb_dirichlet::acb_dirichlet_root
- acb_dirichlet::acb_dirichlet_root_number
- acb_dirichlet::acb_dirichlet_root_number_theta
- acb_dirichlet::acb_dirichlet_roots_clear
- acb_dirichlet::acb_dirichlet_roots_init
- acb_dirichlet::acb_dirichlet_si_poly_evaluate
- acb_dirichlet::acb_dirichlet_stieltjes
- acb_dirichlet::acb_dirichlet_theta_arb
- acb_dirichlet::acb_dirichlet_theta_length
- acb_dirichlet::acb_dirichlet_theta_length_d
- acb_dirichlet::acb_dirichlet_turing_method_bound
- acb_dirichlet::acb_dirichlet_ui_theta_arb
- acb_dirichlet::acb_dirichlet_xi
- acb_dirichlet::acb_dirichlet_zeta
- acb_dirichlet::acb_dirichlet_zeta_bound
- acb_dirichlet::acb_dirichlet_zeta_deriv_bound
- acb_dirichlet::acb_dirichlet_zeta_jet
- acb_dirichlet::acb_dirichlet_zeta_jet_rs
- acb_dirichlet::acb_dirichlet_zeta_nzeros
- acb_dirichlet::acb_dirichlet_zeta_nzeros_gram
- acb_dirichlet::acb_dirichlet_zeta_rs
- acb_dirichlet::acb_dirichlet_zeta_rs_bound
- acb_dirichlet::acb_dirichlet_zeta_rs_d_coeffs
- acb_dirichlet::acb_dirichlet_zeta_rs_f_coeffs
- acb_dirichlet::acb_dirichlet_zeta_rs_r
- acb_dirichlet::acb_dirichlet_zeta_zeros
- acb_dirichlet::jacobi_one_prime
- acb_dirichlet::mag_tail_kexpk2_arb
- acb_elliptic::_acb_elliptic_k_series
- acb_elliptic::_acb_elliptic_p_series
- acb_elliptic::acb_elliptic_e
- acb_elliptic::acb_elliptic_e_inc
- acb_elliptic::acb_elliptic_f
- acb_elliptic::acb_elliptic_inv_p
- acb_elliptic::acb_elliptic_invariants
- acb_elliptic::acb_elliptic_k
- acb_elliptic::acb_elliptic_k_jet
- acb_elliptic::acb_elliptic_k_series
- acb_elliptic::acb_elliptic_p
- acb_elliptic::acb_elliptic_p_jet
- acb_elliptic::acb_elliptic_p_prime
- acb_elliptic::acb_elliptic_p_series
- acb_elliptic::acb_elliptic_pi
- acb_elliptic::acb_elliptic_pi_inc
- acb_elliptic::acb_elliptic_rc1
- acb_elliptic::acb_elliptic_rf
- acb_elliptic::acb_elliptic_rg
- acb_elliptic::acb_elliptic_rj
- acb_elliptic::acb_elliptic_rj_carlson
- acb_elliptic::acb_elliptic_rj_integration
- acb_elliptic::acb_elliptic_roots
- acb_elliptic::acb_elliptic_sigma
- acb_elliptic::acb_elliptic_zeta
- acb_hypgeom::_acb_hypgeom_airy_series
- acb_hypgeom::_acb_hypgeom_beta_lower_series
- acb_hypgeom::_acb_hypgeom_chi_series
- acb_hypgeom::_acb_hypgeom_ci_series
- acb_hypgeom::_acb_hypgeom_coulomb_series
- acb_hypgeom::_acb_hypgeom_ei_series
- acb_hypgeom::_acb_hypgeom_erf_series
- acb_hypgeom::_acb_hypgeom_erfc_series
- acb_hypgeom::_acb_hypgeom_erfi_series
- acb_hypgeom::_acb_hypgeom_fresnel_series
- acb_hypgeom::_acb_hypgeom_gamma_lower_series
- acb_hypgeom::_acb_hypgeom_gamma_upper_series
- acb_hypgeom::_acb_hypgeom_li_series
- acb_hypgeom::_acb_hypgeom_shi_series
- acb_hypgeom::_acb_hypgeom_si_series
- acb_hypgeom::acb_hypgeom_0f1
- acb_hypgeom::acb_hypgeom_0f1_asymp
- acb_hypgeom::acb_hypgeom_0f1_direct
- acb_hypgeom::acb_hypgeom_1f1
- acb_hypgeom::acb_hypgeom_2f1
- acb_hypgeom::acb_hypgeom_2f1_choose
- acb_hypgeom::acb_hypgeom_2f1_continuation
- acb_hypgeom::acb_hypgeom_2f1_corner
- acb_hypgeom::acb_hypgeom_2f1_direct
- acb_hypgeom::acb_hypgeom_2f1_series_direct
- acb_hypgeom::acb_hypgeom_2f1_transform
- acb_hypgeom::acb_hypgeom_2f1_transform_limit
- acb_hypgeom::acb_hypgeom_airy
- acb_hypgeom::acb_hypgeom_airy_asymp
- acb_hypgeom::acb_hypgeom_airy_bound
- acb_hypgeom::acb_hypgeom_airy_direct
- acb_hypgeom::acb_hypgeom_airy_jet
- acb_hypgeom::acb_hypgeom_airy_series
- acb_hypgeom::acb_hypgeom_bessel_i
- acb_hypgeom::acb_hypgeom_bessel_i_0f1
- acb_hypgeom::acb_hypgeom_bessel_i_asymp
- acb_hypgeom::acb_hypgeom_bessel_i_scaled
- acb_hypgeom::acb_hypgeom_bessel_j
- acb_hypgeom::acb_hypgeom_bessel_j_0f1
- acb_hypgeom::acb_hypgeom_bessel_j_asymp
- acb_hypgeom::acb_hypgeom_bessel_jy
- acb_hypgeom::acb_hypgeom_bessel_k
- acb_hypgeom::acb_hypgeom_bessel_k_0f1
- acb_hypgeom::acb_hypgeom_bessel_k_0f1_series
- acb_hypgeom::acb_hypgeom_bessel_k_asymp
- acb_hypgeom::acb_hypgeom_bessel_k_scaled
- acb_hypgeom::acb_hypgeom_bessel_y
- acb_hypgeom::acb_hypgeom_beta_lower
- acb_hypgeom::acb_hypgeom_beta_lower_series
- acb_hypgeom::acb_hypgeom_chebyshev_t
- acb_hypgeom::acb_hypgeom_chebyshev_u
- acb_hypgeom::acb_hypgeom_chi
- acb_hypgeom::acb_hypgeom_chi_2f3
- acb_hypgeom::acb_hypgeom_chi_asymp
- acb_hypgeom::acb_hypgeom_chi_series
- acb_hypgeom::acb_hypgeom_ci
- acb_hypgeom::acb_hypgeom_ci_2f3
- acb_hypgeom::acb_hypgeom_ci_asymp
- acb_hypgeom::acb_hypgeom_ci_series
- acb_hypgeom::acb_hypgeom_coulomb
- acb_hypgeom::acb_hypgeom_coulomb_jet
- acb_hypgeom::acb_hypgeom_coulomb_series
- acb_hypgeom::acb_hypgeom_dilog
- acb_hypgeom::acb_hypgeom_dilog_bernoulli
- acb_hypgeom::acb_hypgeom_dilog_bitburst
- acb_hypgeom::acb_hypgeom_dilog_continuation
- acb_hypgeom::acb_hypgeom_dilog_transform
- acb_hypgeom::acb_hypgeom_dilog_zero
- acb_hypgeom::acb_hypgeom_dilog_zero_taylor
- acb_hypgeom::acb_hypgeom_ei
- acb_hypgeom::acb_hypgeom_ei_2f2
- acb_hypgeom::acb_hypgeom_ei_asymp
- acb_hypgeom::acb_hypgeom_ei_series
- acb_hypgeom::acb_hypgeom_erf
- acb_hypgeom::acb_hypgeom_erf_1f1a
- acb_hypgeom::acb_hypgeom_erf_1f1b
- acb_hypgeom::acb_hypgeom_erf_asymp
- acb_hypgeom::acb_hypgeom_erf_propagated_error
- acb_hypgeom::acb_hypgeom_erf_series
- acb_hypgeom::acb_hypgeom_erfc
- acb_hypgeom::acb_hypgeom_erfc_series
- acb_hypgeom::acb_hypgeom_erfi
- acb_hypgeom::acb_hypgeom_erfi_series
- acb_hypgeom::acb_hypgeom_expint
- acb_hypgeom::acb_hypgeom_fresnel
- acb_hypgeom::acb_hypgeom_fresnel_series
- acb_hypgeom::acb_hypgeom_gamma_lower
- acb_hypgeom::acb_hypgeom_gamma_lower_series
- acb_hypgeom::acb_hypgeom_gamma_upper
- acb_hypgeom::acb_hypgeom_gamma_upper_1f1a
- acb_hypgeom::acb_hypgeom_gamma_upper_1f1b
- acb_hypgeom::acb_hypgeom_gamma_upper_asymp
- acb_hypgeom::acb_hypgeom_gamma_upper_series
- acb_hypgeom::acb_hypgeom_gamma_upper_singular
- acb_hypgeom::acb_hypgeom_gegenbauer_c
- acb_hypgeom::acb_hypgeom_hermite_h
- acb_hypgeom::acb_hypgeom_jacobi_p
- acb_hypgeom::acb_hypgeom_laguerre_l
- acb_hypgeom::acb_hypgeom_legendre_p
- acb_hypgeom::acb_hypgeom_legendre_p_uiui_rec
- acb_hypgeom::acb_hypgeom_legendre_q
- acb_hypgeom::acb_hypgeom_li
- acb_hypgeom::acb_hypgeom_li_series
- acb_hypgeom::acb_hypgeom_m
- acb_hypgeom::acb_hypgeom_m_1f1
- acb_hypgeom::acb_hypgeom_m_asymp
- acb_hypgeom::acb_hypgeom_pfq
- acb_hypgeom::acb_hypgeom_pfq_bound_factor
- acb_hypgeom::acb_hypgeom_pfq_choose_n
- acb_hypgeom::acb_hypgeom_pfq_direct
- acb_hypgeom::acb_hypgeom_pfq_series_choose_n
- acb_hypgeom::acb_hypgeom_pfq_series_direct
- acb_hypgeom::acb_hypgeom_pfq_series_sum
- acb_hypgeom::acb_hypgeom_pfq_series_sum_bs
- acb_hypgeom::acb_hypgeom_pfq_series_sum_forward
- acb_hypgeom::acb_hypgeom_pfq_series_sum_rs
- acb_hypgeom::acb_hypgeom_pfq_sum
- acb_hypgeom::acb_hypgeom_pfq_sum_bs
- acb_hypgeom::acb_hypgeom_pfq_sum_bs_invz
- acb_hypgeom::acb_hypgeom_pfq_sum_fme
- acb_hypgeom::acb_hypgeom_pfq_sum_forward
- acb_hypgeom::acb_hypgeom_pfq_sum_invz
- acb_hypgeom::acb_hypgeom_pfq_sum_rs
- acb_hypgeom::acb_hypgeom_rising_ui_rs
- acb_hypgeom::acb_hypgeom_shi
- acb_hypgeom::acb_hypgeom_shi_series
- acb_hypgeom::acb_hypgeom_si
- acb_hypgeom::acb_hypgeom_si_1f2
- acb_hypgeom::acb_hypgeom_si_asymp
- acb_hypgeom::acb_hypgeom_si_series
- acb_hypgeom::acb_hypgeom_spherical_y
- acb_hypgeom::acb_hypgeom_u
- acb_hypgeom::acb_hypgeom_u_1f1
- acb_hypgeom::acb_hypgeom_u_1f1_series
- acb_hypgeom::acb_hypgeom_u_asymp
- acb_hypgeom::acb_hypgeom_u_use_asymp
- acb_mat::_acb_mat_charpoly
- acb_mat::_acb_mat_companion
- acb_mat::_acb_mat_diag_prod
- acb_mat::acb_mat_add
- acb_mat::acb_mat_approx_eig_qr
- acb_mat::acb_mat_approx_inv
- acb_mat::acb_mat_approx_lu
- acb_mat::acb_mat_approx_mul
- acb_mat::acb_mat_approx_solve
- acb_mat::acb_mat_approx_solve_lu_precomp
- acb_mat::acb_mat_approx_solve_tril
- acb_mat::acb_mat_approx_solve_triu
- acb_mat::acb_mat_bound_frobenius_norm
- acb_mat::acb_mat_bound_inf_norm
- acb_mat::acb_mat_charpoly
- acb_mat::acb_mat_clear
- acb_mat::acb_mat_companion
- acb_mat::acb_mat_conjugate
- acb_mat::acb_mat_contains
- acb_mat::acb_mat_contains_fmpq_mat
- acb_mat::acb_mat_contains_fmpz_mat
- acb_mat::acb_mat_det
- acb_mat::acb_mat_det_lu
- acb_mat::acb_mat_det_precond
- acb_mat::acb_mat_dft
- acb_mat::acb_mat_diag_prod
- acb_mat::acb_mat_eig_enclosure_rump
- acb_mat::acb_mat_eig_global_enclosure
- acb_mat::acb_mat_eig_multiple
- acb_mat::acb_mat_eig_multiple_rump
- acb_mat::acb_mat_eig_simple
- acb_mat::acb_mat_eig_simple_rump
- acb_mat::acb_mat_eig_simple_vdhoeven_mourrain
- acb_mat::acb_mat_eq
- acb_mat::acb_mat_equal
- acb_mat::acb_mat_exp
- acb_mat::acb_mat_exp_taylor_sum
- acb_mat::acb_mat_find_pivot_partial
- acb_mat::acb_mat_fprintd
- acb_mat::acb_mat_frobenius_norm
- acb_mat::acb_mat_indeterminate
- acb_mat::acb_mat_init
- acb_mat::acb_mat_inv
- acb_mat::acb_mat_is_exact
- acb_mat::acb_mat_is_finite
- acb_mat::acb_mat_is_real
- acb_mat::acb_mat_is_tril
- acb_mat::acb_mat_is_triu
- acb_mat::acb_mat_is_zero
- acb_mat::acb_mat_lu
- acb_mat::acb_mat_lu_classical
- acb_mat::acb_mat_lu_recursive
- acb_mat::acb_mat_mul
- acb_mat::acb_mat_mul_classical
- acb_mat::acb_mat_mul_entrywise
- acb_mat::acb_mat_mul_reorder
- acb_mat::acb_mat_mul_threaded
- acb_mat::acb_mat_ne
- acb_mat::acb_mat_neg
- acb_mat::acb_mat_one
- acb_mat::acb_mat_ones
- acb_mat::acb_mat_overlaps
- acb_mat::acb_mat_pow_ui
- acb_mat::acb_mat_randtest
- acb_mat::acb_mat_randtest_eig
- acb_mat::acb_mat_set
- acb_mat::acb_mat_set_arb_mat
- acb_mat::acb_mat_set_fmpq_mat
- acb_mat::acb_mat_set_fmpz_mat
- acb_mat::acb_mat_set_round_arb_mat
- acb_mat::acb_mat_set_round_fmpz_mat
- acb_mat::acb_mat_solve
- acb_mat::acb_mat_solve_lu
- acb_mat::acb_mat_solve_lu_precomp
- acb_mat::acb_mat_solve_precond
- acb_mat::acb_mat_solve_tril
- acb_mat::acb_mat_solve_tril_classical
- acb_mat::acb_mat_solve_tril_recursive
- acb_mat::acb_mat_solve_triu
- acb_mat::acb_mat_solve_triu_classical
- acb_mat::acb_mat_solve_triu_recursive
- acb_mat::acb_mat_sqr
- acb_mat::acb_mat_sqr_classical
- acb_mat::acb_mat_sub
- acb_mat::acb_mat_trace
- acb_mat::acb_mat_transpose
- acb_mat::acb_mat_window_init
- acb_mat::acb_mat_zero
- acb_modular::_acb_modular_mul
- acb_modular::_acb_modular_theta_series
- acb_modular::acb_modular_addseq_eta
- acb_modular::acb_modular_addseq_theta
- acb_modular::acb_modular_delta
- acb_modular::acb_modular_eisenstein
- acb_modular::acb_modular_elliptic_e
- acb_modular::acb_modular_elliptic_k
- acb_modular::acb_modular_elliptic_k_cpx
- acb_modular::acb_modular_elliptic_p
- acb_modular::acb_modular_elliptic_p_zpx
- acb_modular::acb_modular_epsilon_arg
- acb_modular::acb_modular_eta
- acb_modular::acb_modular_eta_sum
- acb_modular::acb_modular_fill_addseq
- acb_modular::acb_modular_fundamental_domain_approx
- acb_modular::acb_modular_fundamental_domain_approx_arf
- acb_modular::acb_modular_fundamental_domain_approx_d
- acb_modular::acb_modular_hilbert_class_poly
- acb_modular::acb_modular_is_in_fundamental_domain
- acb_modular::acb_modular_j
- acb_modular::acb_modular_lambda
- acb_modular::acb_modular_theta
- acb_modular::acb_modular_theta_const_sum
- acb_modular::acb_modular_theta_const_sum_basecase
- acb_modular::acb_modular_theta_const_sum_rs
- acb_modular::acb_modular_theta_jet
- acb_modular::acb_modular_theta_jet_notransform
- acb_modular::acb_modular_theta_notransform
- acb_modular::acb_modular_theta_series
- acb_modular::acb_modular_theta_sum
- acb_modular::acb_modular_theta_transform
- acb_modular::acb_modular_transform
- acb_modular::psl2z_inv
- acb_modular::psl2z_is_correct
- acb_modular::psl2z_is_one
- acb_modular::psl2z_mul
- acb_modular::psl2z_randtest
- acb_poly::_acb_poly_acb_invpow_cpx
- acb_poly::_acb_poly_add
- acb_poly::_acb_poly_agm1_series
- acb_poly::_acb_poly_atan_series
- acb_poly::_acb_poly_binomial_pow_acb_series
- acb_poly::_acb_poly_binomial_transform
- acb_poly::_acb_poly_binomial_transform_basecase
- acb_poly::_acb_poly_binomial_transform_convolution
- acb_poly::_acb_poly_borel_transform
- acb_poly::_acb_poly_compose
- acb_poly::_acb_poly_compose_divconquer
- acb_poly::_acb_poly_compose_horner
- acb_poly::_acb_poly_compose_series
- acb_poly::_acb_poly_compose_series_brent_kung
- acb_poly::_acb_poly_compose_series_horner
- acb_poly::_acb_poly_cos_pi_series
- acb_poly::_acb_poly_cos_series
- acb_poly::_acb_poly_cosh_series
- acb_poly::_acb_poly_cot_pi_series
- acb_poly::_acb_poly_derivative
- acb_poly::_acb_poly_digamma_series
- acb_poly::_acb_poly_div
- acb_poly::_acb_poly_div_root
- acb_poly::_acb_poly_div_series
- acb_poly::_acb_poly_divrem
- acb_poly::_acb_poly_elliptic_k_series
- acb_poly::_acb_poly_elliptic_p_series
- acb_poly::_acb_poly_erf_series
- acb_poly::_acb_poly_evaluate
- acb_poly::_acb_poly_evaluate2
- acb_poly::_acb_poly_evaluate2_horner
- acb_poly::_acb_poly_evaluate2_rectangular
- acb_poly::_acb_poly_evaluate_horner
- acb_poly::_acb_poly_evaluate_rectangular
- acb_poly::_acb_poly_evaluate_vec_fast
- acb_poly::_acb_poly_evaluate_vec_fast_precomp
- acb_poly::_acb_poly_evaluate_vec_iter
- acb_poly::_acb_poly_exp_pi_i_series
- acb_poly::_acb_poly_exp_series
- acb_poly::_acb_poly_exp_series_basecase
- acb_poly::_acb_poly_find_roots
- acb_poly::_acb_poly_gamma_series
- acb_poly::_acb_poly_integral
- acb_poly::_acb_poly_interpolate_barycentric
- acb_poly::_acb_poly_interpolate_fast
- acb_poly::_acb_poly_interpolate_fast_precomp
- acb_poly::_acb_poly_interpolate_newton
- acb_poly::_acb_poly_interpolation_weights
- acb_poly::_acb_poly_inv_borel_transform
- acb_poly::_acb_poly_inv_series
- acb_poly::_acb_poly_lambertw_series
- acb_poly::_acb_poly_lgamma_series
- acb_poly::_acb_poly_log1p_series
- acb_poly::_acb_poly_log_series
- acb_poly::_acb_poly_majorant
- acb_poly::_acb_poly_mul
- acb_poly::_acb_poly_mullow
- acb_poly::_acb_poly_mullow_classical
- acb_poly::_acb_poly_mullow_cpx
- acb_poly::_acb_poly_mullow_transpose
- acb_poly::_acb_poly_mullow_transpose_gauss
- acb_poly::_acb_poly_normalise
- acb_poly::_acb_poly_overlaps
- acb_poly::_acb_poly_polylog_cpx
- acb_poly::_acb_poly_polylog_cpx_small
- acb_poly::_acb_poly_polylog_cpx_zeta
- acb_poly::_acb_poly_polylog_series
- acb_poly::_acb_poly_pow_acb_series
- acb_poly::_acb_poly_pow_series
- acb_poly::_acb_poly_pow_ui
- acb_poly::_acb_poly_pow_ui_trunc_binexp
- acb_poly::_acb_poly_powsum_one_series_sieved
- acb_poly::_acb_poly_powsum_series_naive
- acb_poly::_acb_poly_powsum_series_naive_threaded
- acb_poly::_acb_poly_product_roots
- acb_poly::_acb_poly_refine_roots_durand_kerner
- acb_poly::_acb_poly_rem
- acb_poly::_acb_poly_reverse
- acb_poly::_acb_poly_revert_series
- acb_poly::_acb_poly_revert_series_lagrange
- acb_poly::_acb_poly_revert_series_lagrange_fast
- acb_poly::_acb_poly_revert_series_newton
- acb_poly::_acb_poly_rgamma_series
- acb_poly::_acb_poly_rising_ui_series
- acb_poly::_acb_poly_root_bound_fujiwara
- acb_poly::_acb_poly_root_inclusion
- acb_poly::_acb_poly_rsqrt_series
- acb_poly::_acb_poly_set_length
- acb_poly::_acb_poly_shift_left
- acb_poly::_acb_poly_shift_right
- acb_poly::_acb_poly_sin_cos_pi_series
- acb_poly::_acb_poly_sin_cos_series
- acb_poly::_acb_poly_sin_cos_series_basecase
- acb_poly::_acb_poly_sin_cos_series_tangent
- acb_poly::_acb_poly_sin_pi_series
- acb_poly::_acb_poly_sin_series
- acb_poly::_acb_poly_sinc_series
- acb_poly::_acb_poly_sinh_cosh_series
- acb_poly::_acb_poly_sinh_cosh_series_basecase
- acb_poly::_acb_poly_sinh_cosh_series_exponential
- acb_poly::_acb_poly_sinh_series
- acb_poly::_acb_poly_sqrt_series
- acb_poly::_acb_poly_sub
- acb_poly::_acb_poly_tan_series
- acb_poly::_acb_poly_taylor_shift
- acb_poly::_acb_poly_taylor_shift_convolution
- acb_poly::_acb_poly_taylor_shift_divconquer
- acb_poly::_acb_poly_taylor_shift_horner
- acb_poly::_acb_poly_tree_alloc
- acb_poly::_acb_poly_tree_build
- acb_poly::_acb_poly_tree_free
- acb_poly::_acb_poly_validate_real_roots
- acb_poly::_acb_poly_validate_roots
- acb_poly::_acb_poly_zeta_cpx_series
- acb_poly::_acb_poly_zeta_em_bound
- acb_poly::_acb_poly_zeta_em_bound1
- acb_poly::_acb_poly_zeta_em_choose_param
- acb_poly::_acb_poly_zeta_em_sum
- acb_poly::_acb_poly_zeta_em_tail_bsplit
- acb_poly::_acb_poly_zeta_em_tail_naive
- acb_poly::_acb_poly_zeta_series
- acb_poly::acb_poly_add
- acb_poly::acb_poly_add_series
- acb_poly::acb_poly_add_si
- acb_poly::acb_poly_agm1_series
- acb_poly::acb_poly_atan_series
- acb_poly::acb_poly_binomial_transform
- acb_poly::acb_poly_binomial_transform_basecase
- acb_poly::acb_poly_binomial_transform_convolution
- acb_poly::acb_poly_borel_transform
- acb_poly::acb_poly_clear
- acb_poly::acb_poly_compose
- acb_poly::acb_poly_compose_divconquer
- acb_poly::acb_poly_compose_horner
- acb_poly::acb_poly_compose_series
- acb_poly::acb_poly_compose_series_brent_kung
- acb_poly::acb_poly_compose_series_horner
- acb_poly::acb_poly_contains
- acb_poly::acb_poly_contains_fmpq_poly
- acb_poly::acb_poly_contains_fmpz_poly
- acb_poly::acb_poly_cos_pi_series
- acb_poly::acb_poly_cos_series
- acb_poly::acb_poly_cosh_series
- acb_poly::acb_poly_cot_pi_series
- acb_poly::acb_poly_derivative
- acb_poly::acb_poly_digamma_series
- acb_poly::acb_poly_div_series
- acb_poly::acb_poly_divrem
- acb_poly::acb_poly_elliptic_k_series
- acb_poly::acb_poly_elliptic_p_series
- acb_poly::acb_poly_equal
- acb_poly::acb_poly_erf_series
- acb_poly::acb_poly_evaluate
- acb_poly::acb_poly_evaluate2
- acb_poly::acb_poly_evaluate2_horner
- acb_poly::acb_poly_evaluate2_rectangular
- acb_poly::acb_poly_evaluate_horner
- acb_poly::acb_poly_evaluate_rectangular
- acb_poly::acb_poly_evaluate_vec_fast
- acb_poly::acb_poly_evaluate_vec_iter
- acb_poly::acb_poly_exp_pi_i_series
- acb_poly::acb_poly_exp_series
- acb_poly::acb_poly_exp_series_basecase
- acb_poly::acb_poly_find_roots
- acb_poly::acb_poly_fit_length
- acb_poly::acb_poly_fprintd
- acb_poly::acb_poly_gamma_series
- acb_poly::acb_poly_get_coeff_acb
- acb_poly::acb_poly_get_unique_fmpz_poly
- acb_poly::acb_poly_init
- acb_poly::acb_poly_init2
- acb_poly::acb_poly_integral
- acb_poly::acb_poly_interpolate_barycentric
- acb_poly::acb_poly_interpolate_fast
- acb_poly::acb_poly_interpolate_newton
- acb_poly::acb_poly_inv_borel_transform
- acb_poly::acb_poly_inv_series
- acb_poly::acb_poly_lambertw_series
- acb_poly::acb_poly_lgamma_series
- acb_poly::acb_poly_log1p_series
- acb_poly::acb_poly_log_series
- acb_poly::acb_poly_majorant
- acb_poly::acb_poly_mul
- acb_poly::acb_poly_mullow
- acb_poly::acb_poly_mullow_classical
- acb_poly::acb_poly_mullow_transpose
- acb_poly::acb_poly_mullow_transpose_gauss
- acb_poly::acb_poly_overlaps
- acb_poly::acb_poly_polylog_series
- acb_poly::acb_poly_pow_acb_series
- acb_poly::acb_poly_pow_series
- acb_poly::acb_poly_pow_ui
- acb_poly::acb_poly_pow_ui_trunc_binexp
- acb_poly::acb_poly_product_roots
- acb_poly::acb_poly_randtest
- acb_poly::acb_poly_revert_series
- acb_poly::acb_poly_revert_series_lagrange
- acb_poly::acb_poly_revert_series_lagrange_fast
- acb_poly::acb_poly_revert_series_newton
- acb_poly::acb_poly_rgamma_series
- acb_poly::acb_poly_rising_ui_series
- acb_poly::acb_poly_root_bound_fujiwara
- acb_poly::acb_poly_rsqrt_series
- acb_poly::acb_poly_set
- acb_poly::acb_poly_set2_arb_poly
- acb_poly::acb_poly_set2_fmpq_poly
- acb_poly::acb_poly_set2_fmpz_poly
- acb_poly::acb_poly_set_arb_poly
- acb_poly::acb_poly_set_coeff_acb
- acb_poly::acb_poly_set_coeff_si
- acb_poly::acb_poly_set_fmpq_poly
- acb_poly::acb_poly_set_fmpz_poly
- acb_poly::acb_poly_set_round
- acb_poly::acb_poly_set_si
- acb_poly::acb_poly_set_trunc
- acb_poly::acb_poly_set_trunc_round
- acb_poly::acb_poly_shift_left
- acb_poly::acb_poly_shift_right
- acb_poly::acb_poly_sin_cos_pi_series
- acb_poly::acb_poly_sin_cos_series
- acb_poly::acb_poly_sin_cos_series_basecase
- acb_poly::acb_poly_sin_cos_series_tangent
- acb_poly::acb_poly_sin_pi_series
- acb_poly::acb_poly_sin_series
- acb_poly::acb_poly_sinc_series
- acb_poly::acb_poly_sinh_cosh_series
- acb_poly::acb_poly_sinh_cosh_series_basecase
- acb_poly::acb_poly_sinh_cosh_series_exponential
- acb_poly::acb_poly_sinh_series
- acb_poly::acb_poly_sqrt_series
- acb_poly::acb_poly_sub
- acb_poly::acb_poly_sub_series
- acb_poly::acb_poly_tan_series
- acb_poly::acb_poly_taylor_shift
- acb_poly::acb_poly_taylor_shift_convolution
- acb_poly::acb_poly_taylor_shift_divconquer
- acb_poly::acb_poly_taylor_shift_horner
- acb_poly::acb_poly_validate_real_roots
- acb_poly::acb_poly_valuation
- acb_poly::acb_poly_zeta_series
- arb::_arb_atan_sum_bs_powtab
- arb::_arb_atan_sum_bs_simple
- arb::_arb_atan_taylor_naive
- arb::_arb_atan_taylor_rs
- arb::_arb_cos_pi_fmpq_algebraic
- arb::_arb_digits_round_inplace
- arb::_arb_exp_sum_bs_powtab
- arb::_arb_exp_sum_bs_simple
- arb::_arb_exp_taylor_bound
- arb::_arb_exp_taylor_naive
- arb::_arb_exp_taylor_rs
- arb::_arb_get_mpn_fixed_mod_log2
- arb::_arb_get_mpn_fixed_mod_pi4
- arb::_arb_mpn_leading_zeros
- arb::_arb_sin_cos_generic
- arb::_arb_sin_cos_pi_fmpq_algebraic
- arb::_arb_sin_cos_taylor_naive
- arb::_arb_sin_cos_taylor_rs
- arb::_arb_sin_cos_wide
- arb::_arb_sin_pi_fmpq_algebraic
- arb::_arb_vec_add
- arb::_arb_vec_add_error_arf_vec
- arb::_arb_vec_add_error_mag_vec
- arb::_arb_vec_allocated_bytes
- arb::_arb_vec_bits
- arb::_arb_vec_clear
- arb::_arb_vec_entry_ptr
- arb::_arb_vec_estimate_allocated_bytes
- arb::_arb_vec_get_mag
- arb::_arb_vec_get_unique_fmpz_vec
- arb::_arb_vec_indeterminate
- arb::_arb_vec_init
- arb::_arb_vec_is_finite
- arb::_arb_vec_is_zero
- arb::_arb_vec_neg
- arb::_arb_vec_printn
- arb::_arb_vec_scalar_addmul
- arb::_arb_vec_scalar_div
- arb::_arb_vec_scalar_mul
- arb::_arb_vec_scalar_mul_2exp_si
- arb::_arb_vec_scalar_mul_fmpz
- arb::_arb_vec_set
- arb::_arb_vec_set_powers
- arb::_arb_vec_set_round
- arb::_arb_vec_sub
- arb::_arb_vec_swap
- arb::_arb_vec_trim
- arb::_arb_vec_zero
- arb::arb_abs
- arb::arb_acos
- arb::arb_acosh
- arb::arb_add
- arb::arb_add_arf
- arb::arb_add_error
- arb::arb_add_error_2exp_fmpz
- arb::arb_add_error_2exp_si
- arb::arb_add_error_arf
- arb::arb_add_error_mag
- arb::arb_add_fmpz
- arb::arb_add_fmpz_2exp
- arb::arb_add_si
- arb::arb_add_ui
- arb::arb_addmul
- arb::arb_addmul_arf
- arb::arb_addmul_fmpz
- arb::arb_addmul_si
- arb::arb_addmul_ui
- arb::arb_agm
- arb::arb_allocated_bytes
- arb::arb_approx_dot
- arb::arb_asin
- arb::arb_asinh
- arb::arb_atan
- arb::arb_atan2
- arb::arb_atan_arf
- arb::arb_atan_arf_bb
- arb::arb_atanh
- arb::arb_bell_fmpz
- arb::arb_bell_sum_bsplit
- arb::arb_bell_sum_taylor
- arb::arb_bell_ui
- arb::arb_bernoulli_fmpz
- arb::arb_bernoulli_poly_ui
- arb::arb_bernoulli_ui
- arb::arb_bernoulli_ui_zeta
- arb::arb_bin_ui
- arb::arb_bin_uiui
- arb::arb_bits
- arb::arb_can_round_arf
- arb::arb_can_round_mpfr
- arb::arb_ceil
- arb::arb_chebyshev_t2_ui
- arb::arb_chebyshev_t_ui
- arb::arb_chebyshev_u2_ui
- arb::arb_chebyshev_u_ui
- arb::arb_clear
- arb::arb_const_apery
- arb::arb_const_catalan
- arb::arb_const_e
- arb::arb_const_euler
- arb::arb_const_glaisher
- arb::arb_const_khinchin
- arb::arb_const_log10
- arb::arb_const_log2
- arb::arb_const_log_sqrt2pi
- arb::arb_const_pi
- arb::arb_const_sqrt_pi
- arb::arb_contains
- arb::arb_contains_arf
- arb::arb_contains_fmpq
- arb::arb_contains_fmpz
- arb::arb_contains_int
- arb::arb_contains_interior
- arb::arb_contains_mpfr
- arb::arb_contains_negative
- arb::arb_contains_nonnegative
- arb::arb_contains_nonpositive
- arb::arb_contains_positive
- arb::arb_contains_si
- arb::arb_contains_zero
- arb::arb_cos
- arb::arb_cos_pi
- arb::arb_cos_pi_fmpq
- arb::arb_cosh
- arb::arb_cot
- arb::arb_cot_pi
- arb::arb_coth
- arb::arb_csc
- arb::arb_csc_pi
- arb::arb_csch
- arb::arb_digamma
- arb::arb_div
- arb::arb_div_2expm1_ui
- arb::arb_div_arf
- arb::arb_div_fmpz
- arb::arb_div_si
- arb::arb_div_ui
- arb::arb_dot
- arb::arb_dot_fmpz
- arb::arb_dot_precise
- arb::arb_dot_si
- arb::arb_dot_simple
- arb::arb_dot_siui
- arb::arb_dot_ui
- arb::arb_dot_uiui
- arb::arb_doublefac_ui
- arb::arb_dump_file
- arb::arb_dump_str
- arb::arb_eq
- arb::arb_equal
- arb::arb_equal_si
- arb::arb_euler_number_fmpz
- arb::arb_euler_number_ui
- arb::arb_exp
- arb::arb_exp_arf_bb
- arb::arb_exp_arf_rs_generic
- arb::arb_exp_invexp
- arb::arb_expm1
- arb::arb_fac_ui
- arb::arb_fib_fmpz
- arb::arb_fib_ui
- arb::arb_floor
- arb::arb_fmpz_div_fmpz
- arb::arb_fprint
- arb::arb_fprintd
- arb::arb_fprintn
- arb::arb_gamma
- arb::arb_gamma_fmpq
- arb::arb_gamma_fmpz
- arb::arb_ge
- arb::arb_get_abs_lbound_arf
- arb::arb_get_abs_ubound_arf
- arb::arb_get_fmpz_mid_rad_10exp
- arb::arb_get_interval_arf
- arb::arb_get_interval_fmpz_2exp
- arb::arb_get_interval_mpfr
- arb::arb_get_lbound_arf
- arb::arb_get_mag
- arb::arb_get_mag_lower
- arb::arb_get_mag_lower_nonnegative
- arb::arb_get_mid_arb
- arb::arb_get_rad_arb
- arb::arb_get_rand_fmpq
- arb::arb_get_str
- arb::arb_get_ubound_arf
- arb::arb_get_unique_fmpz
- arb::arb_gt
- arb::arb_hurwitz_zeta
- arb::arb_hypot
- arb::arb_indeterminate
- arb::arb_init
- arb::arb_intersection
- arb::arb_inv
- arb::arb_is_exact
- arb::arb_is_finite
- arb::arb_is_int
- arb::arb_is_int_2exp_si
- arb::arb_is_negative
- arb::arb_is_nonnegative
- arb::arb_is_nonpositive
- arb::arb_is_nonzero
- arb::arb_is_one
- arb::arb_is_positive
- arb::arb_is_zero
- arb::arb_lambertw
- arb::arb_le
- arb::arb_lgamma
- arb::arb_load_file
- arb::arb_load_str
- arb::arb_log
- arb::arb_log1p
- arb::arb_log_arf
- arb::arb_log_base_ui
- arb::arb_log_fmpz
- arb::arb_log_hypot
- arb::arb_log_ui
- arb::arb_log_ui_from_prev
- arb::arb_lt
- arb::arb_max
- arb::arb_mid_ptr
- arb::arb_min
- arb::arb_mul
- arb::arb_mul_2exp_fmpz
- arb::arb_mul_2exp_si
- arb::arb_mul_arf
- arb::arb_mul_fmpz
- arb::arb_mul_si
- arb::arb_mul_ui
- arb::arb_ne
- arb::arb_neg
- arb::arb_neg_inf
- arb::arb_neg_round
- arb::arb_nonnegative_part
- arb::arb_one
- arb::arb_overlaps
- arb::arb_partitions_fmpz
- arb::arb_partitions_ui
- arb::arb_polylog
- arb::arb_polylog_si
- arb::arb_pos_inf
- arb::arb_pow
- arb::arb_pow_fmpq
- arb::arb_pow_fmpz
- arb::arb_pow_fmpz_binexp
- arb::arb_pow_ui
- arb::arb_power_sum_vec
- arb::arb_print
- arb::arb_printd
- arb::arb_printn
- arb::arb_rad_ptr
- arb::arb_randtest
- arb::arb_randtest_exact
- arb::arb_randtest_precise
- arb::arb_randtest_special
- arb::arb_randtest_wide
- arb::arb_rel_accuracy_bits
- arb::arb_rel_error_bits
- arb::arb_rel_one_accuracy_bits
- arb::arb_rgamma
- arb::arb_rising
- arb::arb_rising2_ui
- arb::arb_rising2_ui_bs
- arb::arb_rising2_ui_rs
- arb::arb_rising_fmpq_ui
- arb::arb_rising_ui
- arb::arb_rising_ui_bs
- arb::arb_rising_ui_rec
- arb::arb_rising_ui_rs
- arb::arb_root
- arb::arb_root_ui
- arb::arb_rsqrt
- arb::arb_rsqrt_ui
- arb::arb_sec
- arb::arb_sech
- arb::arb_set
- arb::arb_set_arf
- arb::arb_set_d
- arb::arb_set_fmpq
- arb::arb_set_fmpz
- arb::arb_set_fmpz_2exp
- arb::arb_set_interval_arf
- arb::arb_set_interval_mag
- arb::arb_set_interval_mpfr
- arb::arb_set_interval_neg_pos_mag
- arb::arb_set_round
- arb::arb_set_round_fmpz
- arb::arb_set_round_fmpz_2exp
- arb::arb_set_si
- arb::arb_set_str
- arb::arb_set_ui
- arb::arb_sgn
- arb::arb_sgn_nonzero
- arb::arb_si_pow_ui
- arb::arb_sin
- arb::arb_sin_cos
- arb::arb_sin_cos_arf_bb
- arb::arb_sin_cos_arf_generic
- arb::arb_sin_cos_arf_rs_generic
- arb::arb_sin_cos_generic
- arb::arb_sin_cos_pi
- arb::arb_sin_cos_pi_fmpq
- arb::arb_sin_cos_wide
- arb::arb_sin_pi
- arb::arb_sin_pi_fmpq
- arb::arb_sinc
- arb::arb_sinc_pi
- arb::arb_sinh
- arb::arb_sinh_cosh
- arb::arb_sqr
- arb::arb_sqrt
- arb::arb_sqrt1pm1
- arb::arb_sqrt_arf
- arb::arb_sqrt_fmpz
- arb::arb_sqrt_ui
- arb::arb_sqrtpos
- arb::arb_sub
- arb::arb_sub_arf
- arb::arb_sub_fmpz
- arb::arb_sub_si
- arb::arb_sub_ui
- arb::arb_submul
- arb::arb_submul_arf
- arb::arb_submul_fmpz
- arb::arb_submul_si
- arb::arb_submul_ui
- arb::arb_swap
- arb::arb_tan
- arb::arb_tan_pi
- arb::arb_tanh
- arb::arb_trim
- arb::arb_ui_div
- arb::arb_ui_pow_ui
- arb::arb_union
- arb::arb_unit_interval
- arb::arb_urandom
- arb::arb_zero
- arb::arb_zero_pm_inf
- arb::arb_zero_pm_one
- arb::arb_zeta
- arb::arb_zeta_ui
- arb::arb_zeta_ui_asymp
- arb::arb_zeta_ui_bernoulli
- arb::arb_zeta_ui_borwein_bsplit
- arb::arb_zeta_ui_euler_product
- arb::arb_zeta_ui_vec
- arb::arb_zeta_ui_vec_borwein
- arb::arb_zeta_ui_vec_even
- arb::arb_zeta_ui_vec_odd
- arb_calc::arb_calc_isolate_roots
- arb_calc::arb_calc_newton_conv_factor
- arb_calc::arb_calc_newton_step
- arb_calc::arb_calc_partition
- arb_calc::arb_calc_refine_root_bisect
- arb_calc::arb_calc_refine_root_newton
- arb_fmpz_poly::_arb_fmpz_poly_evaluate_acb
- arb_fmpz_poly::_arb_fmpz_poly_evaluate_acb_horner
- arb_fmpz_poly::_arb_fmpz_poly_evaluate_acb_rectangular
- arb_fmpz_poly::_arb_fmpz_poly_evaluate_arb
- arb_fmpz_poly::_arb_fmpz_poly_evaluate_arb_horner
- arb_fmpz_poly::_arb_fmpz_poly_evaluate_arb_rectangular
- arb_fmpz_poly::arb_fmpz_poly_complex_roots
- arb_fmpz_poly::arb_fmpz_poly_deflate
- arb_fmpz_poly::arb_fmpz_poly_deflation
- arb_fmpz_poly::arb_fmpz_poly_evaluate_acb
- arb_fmpz_poly::arb_fmpz_poly_evaluate_acb_horner
- arb_fmpz_poly::arb_fmpz_poly_evaluate_acb_rectangular
- arb_fmpz_poly::arb_fmpz_poly_evaluate_arb
- arb_fmpz_poly::arb_fmpz_poly_evaluate_arb_horner
- arb_fmpz_poly::arb_fmpz_poly_evaluate_arb_rectangular
- arb_fmpz_poly::arb_fmpz_poly_gauss_period_minpoly
- arb_hypgeom::_arb_hypgeom_airy_series
- arb_hypgeom::_arb_hypgeom_beta_lower_series
- arb_hypgeom::_arb_hypgeom_chi_series
- arb_hypgeom::_arb_hypgeom_ci_series
- arb_hypgeom::_arb_hypgeom_coulomb_series
- arb_hypgeom::_arb_hypgeom_ei_series
- arb_hypgeom::_arb_hypgeom_erf_series
- arb_hypgeom::_arb_hypgeom_erfc_series
- arb_hypgeom::_arb_hypgeom_erfi_series
- arb_hypgeom::_arb_hypgeom_fresnel_series
- arb_hypgeom::_arb_hypgeom_gamma_lower_series
- arb_hypgeom::_arb_hypgeom_gamma_upper_series
- arb_hypgeom::_arb_hypgeom_li_series
- arb_hypgeom::_arb_hypgeom_rising_coeffs_1
- arb_hypgeom::_arb_hypgeom_rising_coeffs_2
- arb_hypgeom::_arb_hypgeom_rising_coeffs_fmpz
- arb_hypgeom::_arb_hypgeom_shi_series
- arb_hypgeom::_arb_hypgeom_si_series
- arb_hypgeom::arb_hypgeom_0f1
- arb_hypgeom::arb_hypgeom_1f1
- arb_hypgeom::arb_hypgeom_2f1
- arb_hypgeom::arb_hypgeom_airy
- arb_hypgeom::arb_hypgeom_airy_jet
- arb_hypgeom::arb_hypgeom_airy_series
- arb_hypgeom::arb_hypgeom_airy_zero
- arb_hypgeom::arb_hypgeom_bessel_i
- arb_hypgeom::arb_hypgeom_bessel_i_scaled
- arb_hypgeom::arb_hypgeom_bessel_j
- arb_hypgeom::arb_hypgeom_bessel_jy
- arb_hypgeom::arb_hypgeom_bessel_k
- arb_hypgeom::arb_hypgeom_bessel_k_scaled
- arb_hypgeom::arb_hypgeom_bessel_y
- arb_hypgeom::arb_hypgeom_beta_lower
- arb_hypgeom::arb_hypgeom_beta_lower_series
- arb_hypgeom::arb_hypgeom_central_bin_ui
- arb_hypgeom::arb_hypgeom_chebyshev_t
- arb_hypgeom::arb_hypgeom_chebyshev_u
- arb_hypgeom::arb_hypgeom_chi
- arb_hypgeom::arb_hypgeom_chi_series
- arb_hypgeom::arb_hypgeom_ci
- arb_hypgeom::arb_hypgeom_ci_series
- arb_hypgeom::arb_hypgeom_coulomb
- arb_hypgeom::arb_hypgeom_coulomb_jet
- arb_hypgeom::arb_hypgeom_coulomb_series
- arb_hypgeom::arb_hypgeom_dilog
- arb_hypgeom::arb_hypgeom_ei
- arb_hypgeom::arb_hypgeom_ei_series
- arb_hypgeom::arb_hypgeom_erf
- arb_hypgeom::arb_hypgeom_erf_series
- arb_hypgeom::arb_hypgeom_erfc
- arb_hypgeom::arb_hypgeom_erfc_series
- arb_hypgeom::arb_hypgeom_erfi
- arb_hypgeom::arb_hypgeom_erfi_series
- arb_hypgeom::arb_hypgeom_expint
- arb_hypgeom::arb_hypgeom_fresnel
- arb_hypgeom::arb_hypgeom_fresnel_series
- arb_hypgeom::arb_hypgeom_gamma_lower
- arb_hypgeom::arb_hypgeom_gamma_lower_series
- arb_hypgeom::arb_hypgeom_gamma_upper
- arb_hypgeom::arb_hypgeom_gamma_upper_series
- arb_hypgeom::arb_hypgeom_gegenbauer_c
- arb_hypgeom::arb_hypgeom_hermite_h
- arb_hypgeom::arb_hypgeom_jacobi_p
- arb_hypgeom::arb_hypgeom_laguerre_l
- arb_hypgeom::arb_hypgeom_legendre_p
- arb_hypgeom::arb_hypgeom_legendre_p_ui
- arb_hypgeom::arb_hypgeom_legendre_p_ui_asymp
- arb_hypgeom::arb_hypgeom_legendre_p_ui_deriv_bound
- arb_hypgeom::arb_hypgeom_legendre_p_ui_one
- arb_hypgeom::arb_hypgeom_legendre_p_ui_rec
- arb_hypgeom::arb_hypgeom_legendre_p_ui_root
- arb_hypgeom::arb_hypgeom_legendre_p_ui_zero
- arb_hypgeom::arb_hypgeom_legendre_q
- arb_hypgeom::arb_hypgeom_li
- arb_hypgeom::arb_hypgeom_li_series
- arb_hypgeom::arb_hypgeom_m
- arb_hypgeom::arb_hypgeom_pfq
- arb_hypgeom::arb_hypgeom_rising
- arb_hypgeom::arb_hypgeom_rising_ui
- arb_hypgeom::arb_hypgeom_rising_ui_bs
- arb_hypgeom::arb_hypgeom_rising_ui_forward
- arb_hypgeom::arb_hypgeom_rising_ui_jet
- arb_hypgeom::arb_hypgeom_rising_ui_jet_bs
- arb_hypgeom::arb_hypgeom_rising_ui_jet_powsum
- arb_hypgeom::arb_hypgeom_rising_ui_jet_rs
- arb_hypgeom::arb_hypgeom_rising_ui_rec
- arb_hypgeom::arb_hypgeom_rising_ui_rs
- arb_hypgeom::arb_hypgeom_shi
- arb_hypgeom::arb_hypgeom_shi_series
- arb_hypgeom::arb_hypgeom_si
- arb_hypgeom::arb_hypgeom_si_series
- arb_hypgeom::arb_hypgeom_u
- arb_mat::_arb_mat_addmul_rad_mag_fast
- arb_mat::_arb_mat_charpoly
- arb_mat::_arb_mat_cholesky_banachiewicz
- arb_mat::_arb_mat_companion
- arb_mat::_arb_mat_diag_prod
- arb_mat::_arb_mat_ldl_golub_and_van_loan
- arb_mat::_arb_mat_ldl_inplace
- arb_mat::arb_mat_add
- arb_mat::arb_mat_approx_inv
- arb_mat::arb_mat_approx_lu
- arb_mat::arb_mat_approx_mul
- arb_mat::arb_mat_approx_solve
- arb_mat::arb_mat_approx_solve_lu_precomp
- arb_mat::arb_mat_approx_solve_tril
- arb_mat::arb_mat_approx_solve_triu
- arb_mat::arb_mat_bound_frobenius_norm
- arb_mat::arb_mat_bound_inf_norm
- arb_mat::arb_mat_charpoly
- arb_mat::arb_mat_cho
- arb_mat::arb_mat_clear
- arb_mat::arb_mat_companion
- arb_mat::arb_mat_contains
- arb_mat::arb_mat_contains_fmpq_mat
- arb_mat::arb_mat_contains_fmpz_mat
- arb_mat::arb_mat_count_is_zero
- arb_mat::arb_mat_dct
- arb_mat::arb_mat_det
- arb_mat::arb_mat_det_lu
- arb_mat::arb_mat_det_precond
- arb_mat::arb_mat_diag_prod
- arb_mat::arb_mat_entrywise_is_zero
- arb_mat::arb_mat_entrywise_not_is_zero
- arb_mat::arb_mat_eq
- arb_mat::arb_mat_equal
- arb_mat::arb_mat_exp
- arb_mat::arb_mat_exp_taylor_sum
- arb_mat::arb_mat_find_pivot_partial
- arb_mat::arb_mat_fprintd
- arb_mat::arb_mat_frobenius_norm
- arb_mat::arb_mat_hilbert
- arb_mat::arb_mat_indeterminate
- arb_mat::arb_mat_init
- arb_mat::arb_mat_inv
- arb_mat::arb_mat_inv_cho_precomp
- arb_mat::arb_mat_inv_ldl_precomp
- arb_mat::arb_mat_is_exact
- arb_mat::arb_mat_is_finite
- arb_mat::arb_mat_is_tril
- arb_mat::arb_mat_is_triu
- arb_mat::arb_mat_is_zero
- arb_mat::arb_mat_ldl
- arb_mat::arb_mat_lu
- arb_mat::arb_mat_lu_classical
- arb_mat::arb_mat_lu_recursive
- arb_mat::arb_mat_mul
- arb_mat::arb_mat_mul_block
- arb_mat::arb_mat_mul_classical
- arb_mat::arb_mat_mul_entrywise
- arb_mat::arb_mat_mul_threaded
- arb_mat::arb_mat_ne
- arb_mat::arb_mat_neg
- arb_mat::arb_mat_one
- arb_mat::arb_mat_ones
- arb_mat::arb_mat_overlaps
- arb_mat::arb_mat_pascal
- arb_mat::arb_mat_pow_ui
- arb_mat::arb_mat_randtest
- arb_mat::arb_mat_set
- arb_mat::arb_mat_set_fmpq_mat
- arb_mat::arb_mat_set_fmpz_mat
- arb_mat::arb_mat_set_round_fmpz_mat
- arb_mat::arb_mat_solve
- arb_mat::arb_mat_solve_cho_precomp
- arb_mat::arb_mat_solve_ldl_precomp
- arb_mat::arb_mat_solve_lu
- arb_mat::arb_mat_solve_lu_precomp
- arb_mat::arb_mat_solve_preapprox
- arb_mat::arb_mat_solve_precond
- arb_mat::arb_mat_solve_tril
- arb_mat::arb_mat_solve_tril_classical
- arb_mat::arb_mat_solve_tril_recursive
- arb_mat::arb_mat_solve_triu
- arb_mat::arb_mat_solve_triu_classical
- arb_mat::arb_mat_solve_triu_recursive
- arb_mat::arb_mat_spd_inv
- arb_mat::arb_mat_spd_solve
- arb_mat::arb_mat_sqr
- arb_mat::arb_mat_sqr_classical
- arb_mat::arb_mat_stirling
- arb_mat::arb_mat_sub
- arb_mat::arb_mat_trace
- arb_mat::arb_mat_transpose
- arb_mat::arb_mat_window_init
- arb_mat::arb_mat_zero
- arb_poly::_arb_poly_acos_series
- arb_poly::_arb_poly_add
- arb_poly::_arb_poly_asin_series
- arb_poly::_arb_poly_atan_series
- arb_poly::_arb_poly_binomial_pow_arb_series
- arb_poly::_arb_poly_binomial_transform
- arb_poly::_arb_poly_binomial_transform_basecase
- arb_poly::_arb_poly_binomial_transform_convolution
- arb_poly::_arb_poly_borel_transform
- arb_poly::_arb_poly_compose
- arb_poly::_arb_poly_compose_divconquer
- arb_poly::_arb_poly_compose_horner
- arb_poly::_arb_poly_compose_series
- arb_poly::_arb_poly_compose_series_brent_kung
- arb_poly::_arb_poly_compose_series_horner
- arb_poly::_arb_poly_cos_pi_series
- arb_poly::_arb_poly_cos_series
- arb_poly::_arb_poly_cosh_series
- arb_poly::_arb_poly_cot_pi_series
- arb_poly::_arb_poly_derivative
- arb_poly::_arb_poly_digamma_series
- arb_poly::_arb_poly_div
- arb_poly::_arb_poly_div_root
- arb_poly::_arb_poly_div_series
- arb_poly::_arb_poly_divrem
- arb_poly::_arb_poly_evaluate
- arb_poly::_arb_poly_evaluate2
- arb_poly::_arb_poly_evaluate2_acb
- arb_poly::_arb_poly_evaluate2_acb_horner
- arb_poly::_arb_poly_evaluate2_acb_rectangular
- arb_poly::_arb_poly_evaluate2_horner
- arb_poly::_arb_poly_evaluate2_rectangular
- arb_poly::_arb_poly_evaluate_acb
- arb_poly::_arb_poly_evaluate_acb_horner
- arb_poly::_arb_poly_evaluate_acb_rectangular
- arb_poly::_arb_poly_evaluate_horner
- arb_poly::_arb_poly_evaluate_rectangular
- arb_poly::_arb_poly_evaluate_vec_fast
- arb_poly::_arb_poly_evaluate_vec_fast_precomp
- arb_poly::_arb_poly_evaluate_vec_iter
- arb_poly::_arb_poly_exp_series
- arb_poly::_arb_poly_exp_series_basecase
- arb_poly::_arb_poly_gamma_series
- arb_poly::_arb_poly_integral
- arb_poly::_arb_poly_interpolate_barycentric
- arb_poly::_arb_poly_interpolate_fast
- arb_poly::_arb_poly_interpolate_fast_precomp
- arb_poly::_arb_poly_interpolate_newton
- arb_poly::_arb_poly_interpolation_weights
- arb_poly::_arb_poly_inv_borel_transform
- arb_poly::_arb_poly_inv_series
- arb_poly::_arb_poly_lambertw_series
- arb_poly::_arb_poly_lgamma_series
- arb_poly::_arb_poly_log1p_series
- arb_poly::_arb_poly_log_series
- arb_poly::_arb_poly_majorant
- arb_poly::_arb_poly_mul
- arb_poly::_arb_poly_mullow
- arb_poly::_arb_poly_mullow_block
- arb_poly::_arb_poly_mullow_classical
- arb_poly::_arb_poly_mullow_ztrunc
- arb_poly::_arb_poly_newton_convergence_factor
- arb_poly::_arb_poly_newton_refine_root
- arb_poly::_arb_poly_newton_step
- arb_poly::_arb_poly_normalise
- arb_poly::_arb_poly_overlaps
- arb_poly::_arb_poly_pow_arb_series
- arb_poly::_arb_poly_pow_series
- arb_poly::_arb_poly_pow_ui
- arb_poly::_arb_poly_pow_ui_trunc_binexp
- arb_poly::_arb_poly_product_roots
- arb_poly::_arb_poly_product_roots_complex
- arb_poly::_arb_poly_rem
- arb_poly::_arb_poly_reverse
- arb_poly::_arb_poly_revert_series
- arb_poly::_arb_poly_revert_series_lagrange
- arb_poly::_arb_poly_revert_series_lagrange_fast
- arb_poly::_arb_poly_revert_series_newton
- arb_poly::_arb_poly_rgamma_series
- arb_poly::_arb_poly_riemann_siegel_theta_series
- arb_poly::_arb_poly_riemann_siegel_z_series
- arb_poly::_arb_poly_rising_ui_series
- arb_poly::_arb_poly_root_bound_fujiwara
- arb_poly::_arb_poly_rsqrt_series
- arb_poly::_arb_poly_set_length
- arb_poly::_arb_poly_shift_left
- arb_poly::_arb_poly_shift_right
- arb_poly::_arb_poly_sin_cos_pi_series
- arb_poly::_arb_poly_sin_cos_series
- arb_poly::_arb_poly_sin_cos_series_basecase
- arb_poly::_arb_poly_sin_cos_series_tangent
- arb_poly::_arb_poly_sin_pi_series
- arb_poly::_arb_poly_sin_series
- arb_poly::_arb_poly_sinc_pi_series
- arb_poly::_arb_poly_sinc_series
- arb_poly::_arb_poly_sinh_cosh_series
- arb_poly::_arb_poly_sinh_cosh_series_basecase
- arb_poly::_arb_poly_sinh_cosh_series_exponential
- arb_poly::_arb_poly_sinh_series
- arb_poly::_arb_poly_sqrt_series
- arb_poly::_arb_poly_sub
- arb_poly::_arb_poly_swinnerton_dyer_ui
- arb_poly::_arb_poly_swinnerton_dyer_ui_prec
- arb_poly::_arb_poly_tan_series
- arb_poly::_arb_poly_taylor_shift
- arb_poly::_arb_poly_taylor_shift_convolution
- arb_poly::_arb_poly_taylor_shift_divconquer
- arb_poly::_arb_poly_taylor_shift_horner
- arb_poly::_arb_poly_tree_alloc
- arb_poly::_arb_poly_tree_build
- arb_poly::_arb_poly_tree_free
- arb_poly::_arb_poly_zeta_series
- arb_poly::arb_poly_acos_series
- arb_poly::arb_poly_add
- arb_poly::arb_poly_add_series
- arb_poly::arb_poly_add_si
- arb_poly::arb_poly_asin_series
- arb_poly::arb_poly_atan_series
- arb_poly::arb_poly_binomial_transform
- arb_poly::arb_poly_binomial_transform_basecase
- arb_poly::arb_poly_binomial_transform_convolution
- arb_poly::arb_poly_borel_transform
- arb_poly::arb_poly_clear
- arb_poly::arb_poly_compose
- arb_poly::arb_poly_compose_divconquer
- arb_poly::arb_poly_compose_horner
- arb_poly::arb_poly_compose_series
- arb_poly::arb_poly_compose_series_brent_kung
- arb_poly::arb_poly_compose_series_horner
- arb_poly::arb_poly_contains
- arb_poly::arb_poly_contains_fmpq_poly
- arb_poly::arb_poly_contains_fmpz_poly
- arb_poly::arb_poly_cos_pi_series
- arb_poly::arb_poly_cos_series
- arb_poly::arb_poly_cosh_series
- arb_poly::arb_poly_cot_pi_series
- arb_poly::arb_poly_degree
- arb_poly::arb_poly_derivative
- arb_poly::arb_poly_digamma_series
- arb_poly::arb_poly_div_series
- arb_poly::arb_poly_divrem
- arb_poly::arb_poly_equal
- arb_poly::arb_poly_evaluate
- arb_poly::arb_poly_evaluate2
- arb_poly::arb_poly_evaluate2_acb
- arb_poly::arb_poly_evaluate2_acb_horner
- arb_poly::arb_poly_evaluate2_acb_rectangular
- arb_poly::arb_poly_evaluate2_horner
- arb_poly::arb_poly_evaluate2_rectangular
- arb_poly::arb_poly_evaluate_acb
- arb_poly::arb_poly_evaluate_acb_horner
- arb_poly::arb_poly_evaluate_acb_rectangular
- arb_poly::arb_poly_evaluate_horner
- arb_poly::arb_poly_evaluate_rectangular
- arb_poly::arb_poly_evaluate_vec_fast
- arb_poly::arb_poly_evaluate_vec_iter
- arb_poly::arb_poly_exp_series
- arb_poly::arb_poly_exp_series_basecase
- arb_poly::arb_poly_fit_length
- arb_poly::arb_poly_fprintd
- arb_poly::arb_poly_gamma_series
- arb_poly::arb_poly_get_coeff_arb
- arb_poly::arb_poly_get_unique_fmpz_poly
- arb_poly::arb_poly_init
- arb_poly::arb_poly_init2
- arb_poly::arb_poly_integral
- arb_poly::arb_poly_interpolate_barycentric
- arb_poly::arb_poly_interpolate_fast
- arb_poly::arb_poly_interpolate_newton
- arb_poly::arb_poly_inv_borel_transform
- arb_poly::arb_poly_inv_series
- arb_poly::arb_poly_is_one
- arb_poly::arb_poly_is_zero
- arb_poly::arb_poly_lambertw_series
- arb_poly::arb_poly_length
- arb_poly::arb_poly_lgamma_series
- arb_poly::arb_poly_log1p_series
- arb_poly::arb_poly_log_series
- arb_poly::arb_poly_majorant
- arb_poly::arb_poly_mul
- arb_poly::arb_poly_mullow
- arb_poly::arb_poly_mullow_block
- arb_poly::arb_poly_mullow_classical
- arb_poly::arb_poly_mullow_ztrunc
- arb_poly::arb_poly_overlaps
- arb_poly::arb_poly_pow_arb_series
- arb_poly::arb_poly_pow_series
- arb_poly::arb_poly_pow_ui
- arb_poly::arb_poly_pow_ui_trunc_binexp
- arb_poly::arb_poly_product_roots
- arb_poly::arb_poly_product_roots_complex
- arb_poly::arb_poly_randtest
- arb_poly::arb_poly_revert_series
- arb_poly::arb_poly_revert_series_lagrange
- arb_poly::arb_poly_revert_series_lagrange_fast
- arb_poly::arb_poly_revert_series_newton
- arb_poly::arb_poly_rgamma_series
- arb_poly::arb_poly_riemann_siegel_theta_series
- arb_poly::arb_poly_riemann_siegel_z_series
- arb_poly::arb_poly_rising_ui_series
- arb_poly::arb_poly_root_bound_fujiwara
- arb_poly::arb_poly_rsqrt_series
- arb_poly::arb_poly_set
- arb_poly::arb_poly_set_coeff_arb
- arb_poly::arb_poly_set_coeff_si
- arb_poly::arb_poly_set_fmpq_poly
- arb_poly::arb_poly_set_fmpz_poly
- arb_poly::arb_poly_set_round
- arb_poly::arb_poly_set_si
- arb_poly::arb_poly_set_trunc
- arb_poly::arb_poly_set_trunc_round
- arb_poly::arb_poly_shift_left
- arb_poly::arb_poly_shift_right
- arb_poly::arb_poly_sin_cos_pi_series
- arb_poly::arb_poly_sin_cos_series
- arb_poly::arb_poly_sin_cos_series_basecase
- arb_poly::arb_poly_sin_cos_series_tangent
- arb_poly::arb_poly_sin_pi_series
- arb_poly::arb_poly_sin_series
- arb_poly::arb_poly_sinc_pi_series
- arb_poly::arb_poly_sinc_series
- arb_poly::arb_poly_sinh_cosh_series
- arb_poly::arb_poly_sinh_cosh_series_basecase
- arb_poly::arb_poly_sinh_cosh_series_exponential
- arb_poly::arb_poly_sinh_series
- arb_poly::arb_poly_sqrt_series
- arb_poly::arb_poly_sub
- arb_poly::arb_poly_sub_series
- arb_poly::arb_poly_swinnerton_dyer_ui
- arb_poly::arb_poly_tan_series
- arb_poly::arb_poly_taylor_shift
- arb_poly::arb_poly_taylor_shift_convolution
- arb_poly::arb_poly_taylor_shift_divconquer
- arb_poly::arb_poly_taylor_shift_horner
- arb_poly::arb_poly_valuation
- arb_poly::arb_poly_zeta_series
- arf::_arf_add_mpn
- arf::_arf_add_tmp_cleanup
- arf::_arf_demote
- arf::_arf_get_integer_mpn
- arf::_arf_mul_tmp_cleanup
- arf::_arf_promote
- arf::_arf_set_mpn_fixed
- arf::_arf_set_round_mpn
- arf::_arf_set_round_ui
- arf::_arf_set_round_uiui
- arf::arf_abs
- arf::arf_abs_bound_le_2exp_fmpz
- arf::arf_abs_bound_lt_2exp_fmpz
- arf::arf_abs_bound_lt_2exp_si
- arf::arf_add
- arf::arf_add_fmpz
- arf::arf_add_fmpz_2exp
- arf::arf_add_si
- arf::arf_add_ui
- arf::arf_addmul
- arf::arf_addmul_fmpz
- arf::arf_addmul_mpz
- arf::arf_addmul_si
- arf::arf_addmul_ui
- arf::arf_allocated_bytes
- arf::arf_bits
- arf::arf_bot
- arf::arf_ceil
- arf::arf_clear
- arf::arf_cmp
- arf::arf_cmp_2exp_si
- arf::arf_cmp_d
- arf::arf_cmp_si
- arf::arf_cmp_ui
- arf::arf_cmpabs
- arf::arf_cmpabs_2exp_si
- arf::arf_cmpabs_d
- arf::arf_cmpabs_mag
- arf::arf_cmpabs_ui
- arf::arf_complex_mul
- arf::arf_complex_mul_fallback
- arf::arf_complex_sqr
- arf::arf_debug
- arf::arf_div
- arf::arf_div_fmpz
- arf::arf_div_si
- arf::arf_div_ui
- arf::arf_dump_file
- arf::arf_dump_str
- arf::arf_equal
- arf::arf_equal_si
- arf::arf_floor
- arf::arf_fmpz_div
- arf::arf_fmpz_div_fmpz
- arf::arf_fprint
- arf::arf_fprintd
- arf::arf_frexp
- arf::arf_get_d
- arf::arf_get_fmpq
- arf::arf_get_fmpr
- arf::arf_get_fmpz
- arf::arf_get_fmpz_2exp
- arf::arf_get_fmpz_fixed_fmpz
- arf::arf_get_fmpz_fixed_si
- arf::arf_get_mag
- arf::arf_get_mag_lower
- arf::arf_get_mpfr
- arf::arf_get_si
- arf::arf_get_str
- arf::arf_init
- arf::arf_init_neg_mag_shallow
- arf::arf_init_neg_shallow
- arf::arf_init_set_mag_shallow
- arf::arf_init_set_shallow
- arf::arf_init_set_si
- arf::arf_init_set_ui
- arf::arf_is_finite
- arf::arf_is_inf
- arf::arf_is_int
- arf::arf_is_int_2exp_si
- arf::arf_is_nan
- arf::arf_is_neg_inf
- arf::arf_is_normal
- arf::arf_is_one
- arf::arf_is_pos_inf
- arf::arf_is_special
- arf::arf_is_zero
- arf::arf_load_file
- arf::arf_load_str
- arf::arf_mag_add_ulp
- arf::arf_mag_cmpabs
- arf::arf_mag_fast_add_ulp
- arf::arf_mag_set_ulp
- arf::arf_max
- arf::arf_min
- arf::arf_mul
- arf::arf_mul_2exp_fmpz
- arf::arf_mul_2exp_si
- arf::arf_mul_fmpz
- arf::arf_mul_mpz
- arf::arf_mul_rnd_any
- arf::arf_mul_rnd_down
- arf::arf_mul_si
- arf::arf_mul_special
- arf::arf_mul_ui
- arf::arf_mul_via_mpfr
- arf::arf_nan
- arf::arf_neg
- arf::arf_neg_inf
- arf::arf_neg_mul
- arf::arf_neg_round
- arf::arf_one
- arf::arf_pos_inf
- arf::arf_print
- arf::arf_printd
- arf::arf_randtest
- arf::arf_randtest_not_zero
- arf::arf_randtest_special
- arf::arf_rnd_to_mpfr
- arf::arf_root
- arf::arf_rounds_down
- arf::arf_rounds_up
- arf::arf_rsqrt
- arf::arf_set
- arf::arf_set_d
- arf::arf_set_fmpq
- arf::arf_set_fmpr
- arf::arf_set_fmpz
- arf::arf_set_fmpz_2exp
- arf::arf_set_mag
- arf::arf_set_mpfr
- arf::arf_set_mpn
- arf::arf_set_mpz
- arf::arf_set_round
- arf::arf_set_round_fmpz
- arf::arf_set_round_fmpz_2exp
- arf::arf_set_round_mpz
- arf::arf_set_round_si
- arf::arf_set_round_ui
- arf::arf_set_si
- arf::arf_set_si_2exp_si
- arf::arf_set_ui
- arf::arf_set_ui_2exp_si
- arf::arf_sgn
- arf::arf_si_div
- arf::arf_sosq
- arf::arf_sqrt
- arf::arf_sqrt_fmpz
- arf::arf_sqrt_ui
- arf::arf_sub
- arf::arf_sub_fmpz
- arf::arf_sub_si
- arf::arf_sub_ui
- arf::arf_submul
- arf::arf_submul_fmpz
- arf::arf_submul_mpz
- arf::arf_submul_si
- arf::arf_submul_ui
- arf::arf_sum
- arf::arf_swap
- arf::arf_ui_div
- arf::arf_urandom
- arf::arf_zero
- arf::mag_fast_init_set_arf
- arf::mag_init_set_arf
- arith::_arith_bernoulli_number
- arith::_arith_bernoulli_number_vec
- arith::_arith_bernoulli_number_vec_multi_mod
- arith::_arith_bernoulli_number_vec_recursive
- arith::_arith_bernoulli_number_vec_zeta
- arith::_arith_bernoulli_number_zeta
- arith::_arith_cos_minpoly
- arith::_arith_euler_number_zeta
- arith::_arith_harmonic_number
- arith::arith_bell_number
- arith::arith_bell_number_bsplit
- arith::arith_bell_number_multi_mod
- arith::arith_bell_number_nmod
- arith::arith_bell_number_nmod_vec
- arith::arith_bell_number_nmod_vec_recursive
- arith::arith_bell_number_nmod_vec_series
- arith::arith_bell_number_size
- arith::arith_bell_number_vec
- arith::arith_bell_number_vec_multi_mod
- arith::arith_bell_number_vec_recursive
- arith::arith_bernoulli_number
- arith::arith_bernoulli_number_denom
- arith::arith_bernoulli_number_size
- arith::arith_bernoulli_number_vec
- arith::arith_bernoulli_polynomial
- arith::arith_cos_minpoly
- arith::arith_divisors
- arith::arith_euler_number
- arith::arith_euler_number_size
- arith::arith_euler_number_vec
- arith::arith_euler_polynomial
- arith::arith_harmonic_number
- arith::arith_hrr_expsum_factored
- arith::arith_landau_function_vec
- arith::arith_number_of_partitions
- arith::arith_number_of_partitions_mpfr
- arith::arith_number_of_partitions_nmod_vec
- arith::arith_number_of_partitions_vec
- arith::arith_ramanujan_tau
- arith::arith_ramanujan_tau_series
- arith::arith_stirling_matrix_1
- arith::arith_stirling_matrix_1u
- arith::arith_stirling_matrix_2
- arith::arith_stirling_number_1
- arith::arith_stirling_number_1_vec
- arith::arith_stirling_number_1_vec_next
- arith::arith_stirling_number_1u
- arith::arith_stirling_number_1u_vec
- arith::arith_stirling_number_1u_vec_next
- arith::arith_stirling_number_2
- arith::arith_stirling_number_2_vec
- arith::arith_stirling_number_2_vec_next
- arith::arith_sum_of_squares
- arith::arith_sum_of_squares_vec
- arith::mpfr_zeta_inv_euler_product
- bernoulli::_bernoulli_fmpq_ui
- bernoulli::_bernoulli_fmpq_ui_zeta
- bernoulli::bernoulli_bound_2exp_si
- bernoulli::bernoulli_cache_compute
- bernoulli::bernoulli_fmpq_ui
- bernoulli::bernoulli_rev_clear
- bernoulli::bernoulli_rev_init
- bernoulli::bernoulli_rev_next
- bool_mat::bool_mat_add
- bool_mat::bool_mat_all
- bool_mat::bool_mat_all_pairs_longest_walk
- bool_mat::bool_mat_any
- bool_mat::bool_mat_clear
- bool_mat::bool_mat_complement
- bool_mat::bool_mat_directed_cycle
- bool_mat::bool_mat_directed_path
- bool_mat::bool_mat_equal
- bool_mat::bool_mat_fprint
- bool_mat::bool_mat_get_strongly_connected_components
- bool_mat::bool_mat_init
- bool_mat::bool_mat_is_diagonal
- bool_mat::bool_mat_is_lower_triangular
- bool_mat::bool_mat_is_nilpotent
- bool_mat::bool_mat_is_transitive
- bool_mat::bool_mat_mul
- bool_mat::bool_mat_mul_entrywise
- bool_mat::bool_mat_nilpotency_degree
- bool_mat::bool_mat_one
- bool_mat::bool_mat_pow_ui
- bool_mat::bool_mat_randtest
- bool_mat::bool_mat_randtest_diagonal
- bool_mat::bool_mat_randtest_nilpotent
- bool_mat::bool_mat_set
- bool_mat::bool_mat_trace
- bool_mat::bool_mat_transitive_closure
- bool_mat::bool_mat_transpose
- bool_mat::bool_mat_zero
- dirichlet::_dirichlet_char_exp
- dirichlet::dirichlet_char_clear
- dirichlet::dirichlet_char_eq_deep
- dirichlet::dirichlet_char_first_primitive
- dirichlet::dirichlet_char_index
- dirichlet::dirichlet_char_init
- dirichlet::dirichlet_char_lift
- dirichlet::dirichlet_char_log
- dirichlet::dirichlet_char_lower
- dirichlet::dirichlet_char_mul
- dirichlet::dirichlet_char_next
- dirichlet::dirichlet_char_next_primitive
- dirichlet::dirichlet_char_one
- dirichlet::dirichlet_char_pow
- dirichlet::dirichlet_char_print
- dirichlet::dirichlet_chi
- dirichlet::dirichlet_chi_vec
- dirichlet::dirichlet_chi_vec_loop
- dirichlet::dirichlet_chi_vec_loop_order
- dirichlet::dirichlet_chi_vec_order
- dirichlet::dirichlet_chi_vec_primeloop
- dirichlet::dirichlet_chi_vec_primeloop_order
- dirichlet::dirichlet_conductor_char
- dirichlet::dirichlet_conductor_ui
- dirichlet::dirichlet_group_clear
- dirichlet::dirichlet_group_dlog_clear
- dirichlet::dirichlet_group_dlog_precompute
- dirichlet::dirichlet_group_init
- dirichlet::dirichlet_group_num_primitive
- dirichlet::dirichlet_index_char
- dirichlet::dirichlet_order_char
- dirichlet::dirichlet_order_ui
- dirichlet::dirichlet_pairing
- dirichlet::dirichlet_pairing_char
- dirichlet::dirichlet_parity_char
- dirichlet::dirichlet_parity_ui
- dirichlet::dirichlet_subgroup_init
- dirichlet::dirichlet_vec_set_null
- dlog::apow_cmp
- dlog::dlog_1modpe
- dlog::dlog_1modpe_1modp
- dlog::dlog_1modpe_init
- dlog::dlog_bsgs
- dlog::dlog_bsgs_init
- dlog::dlog_crt
- dlog::dlog_crt_clear
- dlog::dlog_crt_init
- dlog::dlog_mod2e
- dlog::dlog_mod2e_1mod4
- dlog::dlog_modpe
- dlog::dlog_modpe_init
- dlog::dlog_n_factor_group
- dlog::dlog_once
- dlog::dlog_order23
- dlog::dlog_order23_init
- dlog::dlog_power
- dlog::dlog_power_init
- dlog::dlog_precomp
- dlog::dlog_precomp_clear
- dlog::dlog_precomp_modpe_init
- dlog::dlog_precomp_n_init
- dlog::dlog_precomp_p_init
- dlog::dlog_precomp_pe_init
- dlog::dlog_precomp_small_init
- dlog::dlog_rho
- dlog::dlog_rho_init
- dlog::dlog_table
- dlog::dlog_table_init
- dlog::dlog_vec
- dlog::dlog_vec_add
- dlog::dlog_vec_add_precomp
- dlog::dlog_vec_eratos
- dlog::dlog_vec_eratos_add
- dlog::dlog_vec_fill
- dlog::dlog_vec_loop
- dlog::dlog_vec_loop_add
- dlog::dlog_vec_pindex_factorgcd
- dlog::dlog_vec_set_not_found
- dlog::dlog_vec_sieve
- dlog::dlog_vec_sieve_add
- dlog::dlog_vec_sieve_add_precomp
- dlog::dlog_vec_sieve_precomp
- fmpr::_fmpr_add_1x1
- fmpr::_fmpr_add_eps
- fmpr::_fmpr_add_mpn
- fmpr::_fmpr_mul_1x1
- fmpr::_fmpr_mul_mpn
- fmpr::_fmpr_normalise_naive
- fmpr::_fmpr_set_round
- fmpr::_fmpr_set_round_mpn
- fmpr::fmpr_add
- fmpr::fmpr_add_fmpz
- fmpr::fmpr_add_naive
- fmpr::fmpr_add_si
- fmpr::fmpr_add_ui
- fmpr::fmpr_addmul
- fmpr::fmpr_addmul_fmpz
- fmpr::fmpr_addmul_si
- fmpr::fmpr_addmul_ui
- fmpr::fmpr_check_ulp
- fmpr::fmpr_cmp
- fmpr::fmpr_cmp_2exp_si
- fmpr::fmpr_cmpabs
- fmpr::fmpr_cmpabs_2exp_si
- fmpr::fmpr_cmpabs_ui
- fmpr::fmpr_div
- fmpr::fmpr_div_fmpz
- fmpr::fmpr_div_si
- fmpr::fmpr_div_ui
- fmpr::fmpr_exp
- fmpr::fmpr_expm1
- fmpr::fmpr_fmpz_div
- fmpr::fmpr_fmpz_div_fmpz
- fmpr::fmpr_get_d
- fmpr::fmpr_get_fmpq
- fmpr::fmpr_get_fmpz
- fmpr::fmpr_get_fmpz_2exp
- fmpr::fmpr_get_fmpz_fixed_fmpz
- fmpr::fmpr_get_fmpz_fixed_si
- fmpr::fmpr_get_mpfr
- fmpr::fmpr_get_si
- fmpr::fmpr_log
- fmpr::fmpr_log1p
- fmpr::fmpr_mul
- fmpr::fmpr_mul_fmpz
- fmpr::fmpr_mul_naive
- fmpr::fmpr_mul_si
- fmpr::fmpr_mul_ui
- fmpr::fmpr_pow_sloppy_fmpz
- fmpr::fmpr_pow_sloppy_si
- fmpr::fmpr_pow_sloppy_ui
- fmpr::fmpr_print
- fmpr::fmpr_printd
- fmpr::fmpr_randtest
- fmpr::fmpr_randtest_not_zero
- fmpr::fmpr_randtest_special
- fmpr::fmpr_root
- fmpr::fmpr_rsqrt
- fmpr::fmpr_set_d
- fmpr::fmpr_set_fmpq
- fmpr::fmpr_set_fmpz_2exp
- fmpr::fmpr_set_mpfr
- fmpr::fmpr_set_round_ui_2exp_fmpz
- fmpr::fmpr_set_round_uiui_2exp_fmpz
- fmpr::fmpr_si_div
- fmpr::fmpr_sqrt
- fmpr::fmpr_sqrt_fmpz
- fmpr::fmpr_sqrt_ui
- fmpr::fmpr_sub
- fmpr::fmpr_sub_fmpz
- fmpr::fmpr_sub_si
- fmpr::fmpr_sub_ui
- fmpr::fmpr_submul
- fmpr::fmpr_submul_fmpz
- fmpr::fmpr_submul_si
- fmpr::fmpr_submul_ui
- fmpr::fmpr_ui_div
- fmpr::fmpr_ulp
- hypgeom::arb_hypgeom_infsum
- hypgeom::arb_hypgeom_sum
- hypgeom::hypgeom_bound
- hypgeom::hypgeom_clear
- hypgeom::hypgeom_estimate_terms
- hypgeom::hypgeom_init
- hypgeom::hypgeom_precompute
- mag::_mag_vec_clear
- mag::_mag_vec_init
- mag::mag_add
- mag::mag_add_2exp_fmpz
- mag::mag_add_lower
- mag::mag_add_ui
- mag::mag_add_ui_2exp_si
- mag::mag_add_ui_lower
- mag::mag_addmul
- mag::mag_allocated_bytes
- mag::mag_atan
- mag::mag_atan_lower
- mag::mag_bernoulli_div_fac_ui
- mag::mag_bin_uiui
- mag::mag_binpow_uiui
- mag::mag_clear
- mag::mag_cmp
- mag::mag_cmp_2exp_si
- mag::mag_const_pi
- mag::mag_const_pi_lower
- mag::mag_cosh
- mag::mag_cosh_lower
- mag::mag_d_log_lower_bound
- mag::mag_d_log_upper_bound
- mag::mag_div
- mag::mag_div_fmpz
- mag::mag_div_lower
- mag::mag_div_ui
- mag::mag_dump_file
- mag::mag_dump_str
- mag::mag_equal
- mag::mag_exp
- mag::mag_exp_lower
- mag::mag_exp_tail
- mag::mag_expinv
- mag::mag_expinv_lower
- mag::mag_expm1
- mag::mag_fac_ui
- mag::mag_fast_add_2exp_si
- mag::mag_fast_addmul
- mag::mag_fast_init_set
- mag::mag_fast_is_zero
- mag::mag_fast_mul
- mag::mag_fast_mul_2exp_si
- mag::mag_fast_zero
- mag::mag_fprint
- mag::mag_fprintd
- mag::mag_geom_series
- mag::mag_get_d
- mag::mag_get_d_log2_approx
- mag::mag_get_fmpq
- mag::mag_get_fmpr
- mag::mag_get_fmpz
- mag::mag_get_fmpz_lower
- mag::mag_hurwitz_zeta_uiui
- mag::mag_hypot
- mag::mag_inf
- mag::mag_init
- mag::mag_init_set
- mag::mag_inv
- mag::mag_inv_lower
- mag::mag_is_finite
- mag::mag_is_inf
- mag::mag_is_special
- mag::mag_is_zero
- mag::mag_load_file
- mag::mag_load_str
- mag::mag_log
- mag::mag_log1p
- mag::mag_log_lower
- mag::mag_log_ui
- mag::mag_max
- mag::mag_min
- mag::mag_mul
- mag::mag_mul_2exp_fmpz
- mag::mag_mul_2exp_si
- mag::mag_mul_fmpz
- mag::mag_mul_fmpz_lower
- mag::mag_mul_lower
- mag::mag_mul_ui
- mag::mag_mul_ui_lower
- mag::mag_neg_log
- mag::mag_neg_log_lower
- mag::mag_one
- mag::mag_polylog_tail
- mag::mag_pow_fmpz
- mag::mag_pow_fmpz_lower
- mag::mag_pow_ui
- mag::mag_pow_ui_lower
- mag::mag_print
- mag::mag_printd
- mag::mag_randtest
- mag::mag_randtest_special
- mag::mag_rfac_ui
- mag::mag_root
- mag::mag_rsqrt
- mag::mag_rsqrt_lower
- mag::mag_set
- mag::mag_set_d
- mag::mag_set_d_2exp_fmpz
- mag::mag_set_d_2exp_fmpz_lower
- mag::mag_set_d_lower
- mag::mag_set_fmpr
- mag::mag_set_fmpz
- mag::mag_set_fmpz_2exp_fmpz
- mag::mag_set_fmpz_2exp_fmpz_lower
- mag::mag_set_fmpz_lower
- mag::mag_set_ui
- mag::mag_set_ui_2exp_si
- mag::mag_set_ui_lower
- mag::mag_sinh
- mag::mag_sinh_lower
- mag::mag_sqrt
- mag::mag_sqrt_lower
- mag::mag_sub
- mag::mag_sub_lower
- mag::mag_swap
- mag::mag_zero
- partition::partitions_fmpz_fmpz
- partition::partitions_fmpz_ui
- partition::partitions_fmpz_ui_using_doubles
- partition::partitions_hrr_sum_arb
- partition::partitions_leading_fmpz
- partition::partitions_rademacher_bound
Type Aliases
- acb::acb_ptr
- acb::acb_srcptr
- acb::acb_t
- acb_calc::acb_calc_func_t
- acb_calc::acb_calc_integrate_opt_t
- acb_dft::_bindgen_ty_23
- acb_dft::acb_dft_bluestein_t
- acb_dft::acb_dft_crt_t
- acb_dft::acb_dft_cyc_t
- acb_dft::acb_dft_naive_t
- acb_dft::acb_dft_pre_t
- acb_dft::acb_dft_prod_t
- acb_dft::acb_dft_rad2_t
- acb_dft::acb_dft_step_ptr
- acb_dft::crt_t
- acb_dirichlet::acb_dirichlet_hurwitz_precomp_t
- acb_dirichlet::acb_dirichlet_platt_c_precomp_t
- acb_dirichlet::acb_dirichlet_platt_i_precomp_t
- acb_dirichlet::acb_dirichlet_platt_ws_precomp_t
- acb_dirichlet::acb_dirichlet_roots_t
- acb_mat::acb_mat_t
- acb_modular::psl2z_t
- acb_poly::acb_poly_t
- arb::arb_ptr
- arb::arb_srcptr
- arb::arb_t
- arb_calc::arb_calc_func_t
- arb_calc::arf_interval_ptr
- arb_calc::arf_interval_srcptr
- arb_calc::arf_interval_t
- arb_mat::arb_mat_t
- arb_poly::arb_poly_t
- arf::arf_ptr
- arf::arf_srcptr
- arf::arf_t
- arith::trig_prod_t
- bernoulli::bernoulli_rev_t
- bool_mat::bool_mat_t
- dirichlet::dirichlet_char_t
- dirichlet::dirichlet_group_t
- dlog::_bindgen_ty_22
- dlog::apow_t
- dlog::dlog_1modpe_t
- dlog::dlog_bsgs_t
- dlog::dlog_crt_t
- dlog::dlog_modpe_t
- dlog::dlog_order23_t
- dlog::dlog_power_t
- dlog::dlog_precomp_ptr
- dlog::dlog_precomp_t
- dlog::dlog_rho_t
- dlog::dlog_table_t
- fmpr::fmpr_ptr
- fmpr::fmpr_srcptr
- fmpr::fmpr_t
- hypgeom::hypgeom_t
- mag::mag_ptr
- mag::mag_srcptr
- mag::mag_t
Statics
- arb::arb_atan_pi2_minus_one
- arb::arb_atan_tab1
- arb::arb_atan_tab21
- arb::arb_atan_tab22
- arb::arb_exp_tab1
- arb::arb_exp_tab21
- arb::arb_exp_tab22
- arb::arb_log_log2_tab
- arb::arb_log_tab11
- arb::arb_log_tab12
- arb::arb_log_tab21
- arb::arb_log_tab22
- arb::arb_pi4_tab
- arb::arb_sin_cos_tab1
- arb::arb_sin_cos_tab21
- arb::arb_sin_cos_tab22
- arb_calc::arb_calc_verbose
- arf::__arf_add_alloc
- arf::__arf_add_tmp
- arf::__arf_mul_alloc
- arf::__arf_mul_tmp
- arith::_bernoulli_numer_small
- arith::bell_number_tab
- arith::euler_number_small
- arith::partitions_lookup
- bernoulli::bernoulli_cache
- bernoulli::bernoulli_cache_num
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
- ARB_ATAN_TAB1_BITS
- ARB_ATAN_TAB1_LIMBS
- ARB_ATAN_TAB1_PREC
- ARB_ATAN_TAB21_BITS
- ARB_ATAN_TAB22_BITS
- ARB_ATAN_TAB2_LIMBS
- ARB_ATAN_TAB2_PREC
- ARB_CALC_IMPRECISE_INPUT
- ARB_CALC_NO_CONVERGENCE
- ARB_CALC_SUCCESS
- ARB_EXP_TAB1_BITS
- ARB_EXP_TAB1_LIMBS
- ARB_EXP_TAB1_NUM
- ARB_EXP_TAB1_PREC
- ARB_EXP_TAB21_BITS
- ARB_EXP_TAB21_NUM
- ARB_EXP_TAB22_BITS
- ARB_EXP_TAB2_LIMBS
- ARB_EXP_TAB2_PREC
- ARB_FMPZ_POLY_ROOTS_VERBOSE
- ARB_LOG_TAB11_BITS
- ARB_LOG_TAB12_BITS
- ARB_LOG_TAB1_LIMBS
- ARB_LOG_TAB1_PREC
- ARB_LOG_TAB21_BITS
- ARB_LOG_TAB22_BITS
- ARB_LOG_TAB2_LIMBS
- ARB_LOG_TAB2_PREC
- ARB_PI4_TAB_LIMBS
- ARB_RND
- ARB_SIN_COS_TAB1_BITS
- ARB_SIN_COS_TAB1_LIMBS
- ARB_SIN_COS_TAB1_NUM
- ARB_SIN_COS_TAB1_PREC
- ARB_SIN_COS_TAB21_BITS
- ARB_SIN_COS_TAB21_NUM
- ARB_SIN_COS_TAB22_BITS
- ARB_SIN_COS_TAB2_LIMBS
- ARB_SIN_COS_TAB2_PREC
- ARB_STR_CONDENSE
- ARB_STR_MORE
- ARB_STR_NO_RADIUS
- ARB_VERSION
- 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
- ARF_RND_CEIL
- ARF_RND_DOWN
- ARF_RND_FLOOR
- ARF_RND_NEAR
- ARF_RND_UP
- BELL_NUMBER_TAB_SIZE
- BERNOULLI_REV_MIN
- BERNOULLI_SMALL_NUMER_LIMIT
- CRT_MAX
- DFT_VERB
- DLOG_BSGS_LIM
- DLOG_G_BIG
- DLOG_G_SMALL
- DLOG_LOOP_MAX_FACTOR
- DLOG_SMALL_LIM
- DLOG_TABLE_LIM
- DLOG_TABLE_MODPE_LIM
- DLOG_TABLE_N_LIM
- DLOG_TABLE_PE_LIM
- DLOG_TABLE_P_LIM
- D_BITS
- FLINT_DEFAULT_THREAD_LIMIT
- FMPR_RND_CEIL
- FMPR_RND_DOWN
- FMPR_RND_FLOOR
- FMPR_RND_NEAR
- FMPR_RND_UP
- FMPZ_POLY_INV_NEWTON_CUTOFF
- FMPZ_POLY_SQRTREM_DIVCONQUER_CUTOFF
- FMPZ_POLY_SQRT_DIVCONQUER_CUTOFF
- MAG_BITS
- MAX_FACTORS
- MUL_MPFR_MAX_LIMBS
- MUL_MPFR_MIN_LIMBS
- NMOD_DIVREM_DIVCONQUER_CUTOFF
- NMOD_DIV_DIVCONQUER_CUTOFF
- NMOD_MAT_LU_RECURSIVE_CUTOFF
- 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
- SMALL_EULER_LIMIT
- WEAK_CANONICALISE_CUTOFF
- __ARB_RELEASE
- __ARB_VERSION
- __ARB_VERSION_MINOR
- __ARB_VERSION_PATCHLEVEL
- acb_dft::DFT_CONV
- acb_dft::DFT_CRT
- acb_dft::DFT_CYC
- acb_dft::DFT_NAIVE
- acb_dft::DFT_PROD
- acb_dft::DFT_RAD2
- dlog::DLOG_23
- dlog::DLOG_BSGS
- dlog::DLOG_CRT
- dlog::DLOG_MODPE
- dlog::DLOG_POWER
- dlog::DLOG_TABLE