Module arb_sys::acb_poly

*See the Arb documentation.

Structs

acb_poly_struct

Functions

_acb_poly_acb_invpow_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_divconquer^⚠

_acb_poly_compose_horner^⚠

_acb_poly_compose_series^⚠

_acb_poly_compose_series_brent_kung^⚠

_acb_poly_compose_series_horner^⚠

_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_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_mullow^⚠

_acb_poly_mullow_classical^⚠

_acb_poly_mullow_cpx^⚠

_acb_poly_mullow_transpose^⚠

_acb_poly_mullow_transpose_gauss^⚠

_acb_poly_normalise^⚠

_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_refine_roots_durand_kerner^⚠

_acb_poly_rem^⚠

_acb_poly_reverse^⚠

_acb_poly_revert_series^⚠

_acb_poly_revert_series_lagrange^⚠

_acb_poly_revert_series_lagrange_fast^⚠

_acb_poly_revert_series_newton^⚠

_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_cos_series_basecase^⚠

_acb_poly_sin_cos_series_tangent^⚠

_acb_poly_sin_pi_series^⚠

_acb_poly_sin_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_taylor_shift_convolution^⚠

_acb_poly_taylor_shift_divconquer^⚠

_acb_poly_taylor_shift_horner^⚠

_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_poly_add^⚠

acb_poly_add_series^⚠

acb_poly_add_si^⚠

acb_poly_agm1_series^⚠

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_divconquer^⚠

acb_poly_compose_horner^⚠

acb_poly_compose_series^⚠

acb_poly_compose_series_brent_kung^⚠

acb_poly_compose_series_horner^⚠

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_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_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_lambertw_series^⚠

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_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_product_roots^⚠

acb_poly_randtest^⚠

acb_poly_revert_series^⚠

acb_poly_revert_series_lagrange^⚠

acb_poly_revert_series_lagrange_fast^⚠

acb_poly_revert_series_newton^⚠

acb_poly_rgamma_series^⚠

acb_poly_rising_ui_series^⚠

acb_poly_root_bound_fujiwara^⚠

acb_poly_rsqrt_series^⚠

acb_poly_set^⚠

acb_poly_set2_arb_poly^⚠

acb_poly_set2_fmpq_poly^⚠

acb_poly_set2_fmpz_poly^⚠

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_cos_series_basecase^⚠

acb_poly_sin_cos_series_tangent^⚠

acb_poly_sin_pi_series^⚠

acb_poly_sin_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_tan_series^⚠

acb_poly_taylor_shift^⚠

acb_poly_taylor_shift_convolution^⚠

acb_poly_taylor_shift_divconquer^⚠

acb_poly_taylor_shift_horner^⚠

acb_poly_validate_real_roots^⚠

acb_poly_valuation^⚠

acb_poly_zeta_series^⚠

Type Definitions

acb_poly_t