Module gr_poly 

Functions

_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_canonical_associate^⚠

_gr_poly_compose^⚠

_gr_poly_compose_divconquer^⚠

_gr_poly_compose_horner^⚠

_gr_poly_compose_mod^⚠

_gr_poly_compose_mod_brent_kung^⚠

_gr_poly_compose_mod_brent_kung_precomp_preinv^⚠

_gr_poly_compose_mod_brent_kung_preinv^⚠

_gr_poly_compose_mod_horner^⚠

_gr_poly_compose_mod_horner_preinv^⚠

_gr_poly_compose_mod_preinv^⚠

_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_newton_n_preinv^⚠

_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_divrem_newton_n_preinv^⚠

_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_gcd_subresultant^⚠

_gr_poly_get_str^⚠

_gr_poly_hgcd^⚠

_gr_poly_integral^⚠

_gr_poly_interpolate^⚠

_gr_poly_interpolate_exact^⚠

_gr_poly_interpolate_exact_newton^⚠

_gr_poly_interpolate_fast^⚠

_gr_poly_interpolate_fast_precomp^⚠

_gr_poly_interpolate_newton^⚠

_gr_poly_interpolation_weights^⚠

_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_bivariate_KS^⚠

_gr_poly_mullow_classical^⚠

_gr_poly_mullow_complex_reorder^⚠

_gr_poly_mullow_generic^⚠

_gr_poly_mullow_toom_serial^⚠

_gr_poly_mulmid^⚠

_gr_poly_mulmid_bivariate_KS^⚠

_gr_poly_mulmid_classical^⚠

_gr_poly_mulmid_complex_reorder^⚠

_gr_poly_mulmid_generic^⚠

_gr_poly_mulmod^⚠

_gr_poly_mulmod_preinv^⚠

_gr_poly_newton_basis_evaluate^⚠

_gr_poly_newton_basis_from_monomial^⚠

_gr_poly_newton_basis_interpolate^⚠

_gr_poly_newton_basis_interpolate_exact^⚠

_gr_poly_newton_basis_to_monomial^⚠

_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_powmod_fmpz_binexp^⚠

_gr_poly_powmod_fmpz_binexp_preinv^⚠

_gr_poly_powmod_fmpz_sliding_preinv^⚠

_gr_poly_powmod_ui_binexp^⚠

_gr_poly_powmod_ui_binexp_preinv^⚠

_gr_poly_powmod_x_fmpz_preinv^⚠

_gr_poly_precompute_matrix^⚠

_gr_poly_product_roots^⚠

_gr_poly_reduce_matrix_mod_poly^⚠

_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_set_str^⚠

_gr_poly_shift_left^⚠

_gr_poly_shift_right^⚠

_gr_poly_shiftless_decomposition_from_factors^⚠

_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_approx_mulmid_pos_entrywise_accurate^⚠

_gr_poly_test_div^⚠

_gr_poly_test_div_series^⚠

_gr_poly_test_divrem^⚠

_gr_poly_test_gcd_field^⚠

_gr_poly_test_gcd_ufd^⚠

_gr_poly_test_inv_series^⚠

_gr_poly_test_mullow^⚠

_gr_poly_test_mulmid^⚠

_gr_poly_test_xgcd^⚠

_gr_poly_tree_alloc^⚠

_gr_poly_tree_build^⚠

_gr_poly_tree_free^⚠

_gr_poly_write^⚠

_gr_poly_xgcd^⚠

_gr_poly_xgcd_euclidean^⚠

_gr_poly_xgcd_generic^⚠

_gr_poly_xgcd_hgcd^⚠

gr_poly_acos_series^⚠

gr_poly_acosh_series^⚠

gr_poly_add^⚠

gr_poly_add_fmpq^⚠

gr_poly_add_fmpz^⚠

gr_poly_add_scalar^⚠

gr_poly_add_si^⚠

gr_poly_add_ui^⚠

gr_poly_addmul_scalar^⚠

gr_poly_asin_series^⚠

gr_poly_asinh_series^⚠

gr_poly_atan_series^⚠

gr_poly_atanh_series^⚠

gr_poly_canonical_associate^⚠

gr_poly_clear^⚠

gr_poly_coeff_ptr^⚠

gr_poly_coeff_srcptr^⚠

gr_poly_compose^⚠

gr_poly_compose_divconquer^⚠

gr_poly_compose_horner^⚠

gr_poly_compose_mod^⚠

gr_poly_compose_mod_brent_kung^⚠

gr_poly_compose_mod_brent_kung_precomp_preinv^⚠

gr_poly_compose_mod_brent_kung_preinv^⚠

gr_poly_compose_mod_horner^⚠

gr_poly_compose_mod_horner_preinv^⚠

gr_poly_compose_mod_preinv^⚠

gr_poly_compose_mod_preinv_wrapper^⚠

gr_poly_compose_mod_wrapper^⚠

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_dispersion^⚠

gr_poly_dispersion_factor^⚠

gr_poly_dispersion_from_factors^⚠

gr_poly_dispersion_resultant^⚠

gr_poly_div^⚠

gr_poly_div_basecase^⚠

gr_poly_div_divconquer^⚠

gr_poly_div_newton^⚠

gr_poly_div_newton_n_preinv^⚠

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_divrem_newton_n_preinv^⚠

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_gcd_subresultant^⚠

gr_poly_gcd_wrapper^⚠

gr_poly_gen^⚠

gr_poly_get_coeff_scalar^⚠

gr_poly_get_str^⚠

gr_poly_init^⚠

gr_poly_init2^⚠

gr_poly_integral^⚠

gr_poly_interpolate^⚠

gr_poly_interpolate_exact^⚠

gr_poly_interpolate_exact_newton^⚠

gr_poly_interpolate_fast^⚠

gr_poly_interpolate_newton^⚠

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_leading_taylor_shift^⚠

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_mullow_bivariate_KS^⚠

gr_poly_mullow_classical^⚠

gr_poly_mullow_complex_reorder^⚠

gr_poly_mullow_toom_serial^⚠

gr_poly_mulmid^⚠

gr_poly_mulmid_bivariate_KS^⚠

gr_poly_mulmid_classical^⚠

gr_poly_mulmid_complex_reorder^⚠

gr_poly_mulmod^⚠

gr_poly_mulmod_preinv^⚠

gr_poly_neg^⚠

gr_poly_neg_one^⚠

gr_poly_newton_basis_evaluate^⚠

gr_poly_newton_basis_from_monomial^⚠

gr_poly_newton_basis_interpolate^⚠

gr_poly_newton_basis_interpolate_exact^⚠

gr_poly_newton_basis_to_monomial^⚠

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_powmod_fmpz_binexp^⚠

gr_poly_powmod_fmpz_binexp_preinv^⚠

gr_poly_powmod_fmpz_sliding_preinv^⚠

gr_poly_powmod_ui_binexp^⚠

gr_poly_powmod_ui_binexp_preinv^⚠

gr_poly_powmod_x_fmpz_preinv^⚠

gr_poly_precompute_matrix^⚠

gr_poly_print^⚠

gr_poly_product_roots^⚠

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_scalar_mul^⚠

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_str^⚠

gr_poly_set_ui^⚠

gr_poly_shift_equivalent^⚠

gr_poly_shift_left^⚠

gr_poly_shift_right^⚠

gr_poly_shiftless_decomposition^⚠

gr_poly_shiftless_decomposition_factor^⚠

gr_poly_shiftless_decomposition_from_factors^⚠

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_sub_fmpq^⚠

gr_poly_sub_fmpz^⚠

gr_poly_sub_scalar^⚠

gr_poly_sub_si^⚠

gr_poly_sub_ui^⚠

gr_poly_submul_scalar^⚠

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^⚠

Type Aliases

_gr_method_compose_mod_op

_gr_method_compose_mod_preinv_op

gr_poly_roots_op

gr_poly_roots_op_other