- s -

• scalar() : matrix< C, V >
• scalar_series_rep() : scalar_series_rep< C, V >
• sep_root() : implementation< series_separable_root, U, series_carry_monoblock< W, s, BV, t > > , implementation< series_separable_root, U, series_naive > , implementation< series_separable_root, U, series_carry_naive > , implementation< series_separable_root, U, series_naive >
• sep_root_init() : implementation< series_separable_root, U, series_carry_monoblock< W, s, BV, t > >
• ser_compose() : implementation< series_compose, U, series_naive >
• ser_div() : implementation< series_divide, U, series_carry_monoblock< W, s, BV, t > > , implementation< series_divide, U, series_carry_naive > , implementation< series_divide, U, series_naive >
• ser_ldiv() : implementation< series_matrix_divide, U, series_naive > , implementation< series_vector_divide, U, series_carry_monoblock< W, s, BV, t > > , implementation< series_matrix_divide, U, series_carry_monoblock< W, s, BV, t > > , implementation< series_vector_divide, U, series_naive >
• ser_ldiv_sc() : implementation< series_vector_divide, U, series_naive > , implementation< series_matrix_divide, U, series_naive > , implementation< series_vector_divide, U, series_carry_monoblock< W, s, BV, t > > , implementation< series_matrix_divide, U, series_carry_monoblock< W, s, BV, t > >
• ser_ldiv_sc_vec() : implementation< series_matrix_divide, U, series_naive >
• ser_ldiv_vec() : implementation< series_matrix_divide, U, series_naive >
• ser_lmul_quo_sc() : implementation< series_vector_divide, U, series_naive > , implementation< series_matrix_divide, U, series_naive > , implementation< series_vector_divide, U, series_carry_monoblock< W, s, BV, t > > , implementation< series_matrix_divide, U, series_carry_monoblock< W, s, BV, t > >
• ser_lmul_rem_sc() : implementation< series_vector_divide, U, series_naive > , implementation< series_matrix_divide, U, series_naive > , implementation< series_vector_divide, U, series_carry_monoblock< W, s, BV, t > > , implementation< series_matrix_divide, U, series_carry_monoblock< W, s, BV, t > >
• ser_mul() : implementation< series_multiply, U, series_carry_modular_int_naive< W > > , implementation< series_multiply, U, series_carry_monoblock< W, s, BV, t > > , implementation< series_multiply, U, series_carry_blocks< W, s, BV, t > > , implementation< series_multiply, U, series_carry_naive > , implementation< series_multiply, U, series_carry_lift< W > > , implementation< series_multiply, U, series_carry_relaxed< W > > , implementation< series_multiply, U, series_fast > , implementation< series_multiply, U, series_naive > , implementation< series_multiply, U, series_relaxed< W > >
• ser_quo() : implementation< series_divide, U, series_carry_monoblock< W, s, BV, t > > , implementation< series_divide, U, series_carry_naive > , implementation< series_divide, U, series_naive >
• ser_rdiv_sc() : implementation< series_divide, U, series_carry_monoblock< W, s, BV, t > > , implementation< series_divide, U, series_carry_naive > , implementation< series_divide, U, series_naive >
• ser_reverse() : implementation< series_compose, U, series_naive >
• ser_rquo_sc() : implementation< series_divide, U, series_carry_monoblock< W, s, BV, t > > , implementation< series_divide, U, series_carry_naive > , implementation< series_divide, U, series_naive >
• ser_rrem_sc() : implementation< series_divide, U, series_carry_monoblock< W, s, BV, t > > , implementation< series_divide, U, series_carry_naive > , implementation< series_divide, U, series_naive >
• ser_truncate_mul() : implementation< series_multiply, U, series_carry_monoblock< W, s, BV, t > > , implementation< series_multiply, U, series_carry_blocks< W, s, BV, t > > , implementation< series_multiply, U, series_carry_naive > , implementation< series_multiply, U, series_carry_lift< W > > , implementation< series_multiply, U, series_carry_relaxed< W > > , implementation< series_multiply, U, series_fast > , implementation< series_multiply, U, series_naive > , implementation< series_multiply, U, series_relaxed< W > > , implementation< series_multiply, U, series_carry_modular_int_naive< W > >
• series() : series< C, V >
• series_carry_monoblock_transformer() : series_carry_monoblock_transformer< M, V, s, BV >
• series_iterator_rep() : series_iterator_rep< C, V >
• set() : implementation< matrix_vectorial, V, matrix_naive > , multiplier_helper< C, D, m > , multiplier_helper< C, void, m > , modulus_multiplier_int_preinverse_helper< size > , implementation< polynomial_vectorial, V, polynomial_carry_naive< W > > , implementation< polynomial_vectorial, V, polynomial_naive >
• set_cancel_order() : series< C, V > , global_variables< S >
• set_formula_output() : series< C, V > , global_variables< S >
• set_modulus() : modulus_storage< M > , modulus_storage< P >
• set_op() : vec_unary_big_helper< Op, R, C, n > , ser_carry_separable_root_op , lift_helper< matrix< C, V > > , project_helper< matrix< C, V > > , lift_helper< polynomial< C, V > > , fft_mul_sc_op , ser_carry_polynomial_regular_root_op , ser_separable_root_op , ser_polynomial_regular_root_op , vec_unary_big_helper< Op, R, C, n > , vec_unary_big_helper< Op, R, C, 1 >
• Set_order() : mul_series_rep< M, V > , nrelax_mul_series_rep< C, V > , mul_series_rep< C, V >
• set_output_order() : series< C, V > , global_variables< S >
• set_range() : implementation< matrix_vectorial, V, matrix_naive >
• set_variable_name() : global_variables< P > , global_variables< S > , global_variables< P > , polynomial< C, V > , global_variables< P > , global_variables< polynomial< polynomial< C, V1 >, V2 > > , global_variables< polynomial< polynomial< polynomial< C, V1 >, V2 >, V3 > > , global_variables< polynomial< quotient< polynomial< C, V1 >, polynomial< C, V1 > >, V2 > > , series< C, V > , global_variables< S >
• setup_comoduli() : crt_blocks_transformer< WL, WH, s, V > , crt_naive_transformer< C, S, V >
• setup_inverse() : crt_blocks_transformer< WL, WH, s, V > , crt_dicho_transformer< C, S, V > , crt_naive_transformer< C, S, V >
• setup_product() : crt_naive_transformer< C, S, V >
• shift() : implementation< polynomial_evaluate, V, polynomial_dicho< BV > > , implementation< polynomial_compose, V, polynomial_naive >
• shift_series_rep() : shift_series_rep< C, V >
• short_type_name() : binary_helper< algebraic_extension< C > > , binary_helper< algebraic< C, Extension > > , binary_helper< matrix< C, V > > , binary_polynomial_helper< C, V > , binary_helper< quotient< NT, DT > > , binary_helper< algebraic_number_extension< C, Ball > >
• sign() : implementation< polynomial_linear, V, polynomial_naive >
• size() : size_bound_in_base_helper< unsigned long long int, J > , size_bound_in_base_helper< signed char, J > , size_bound_in_base_helper< short int, J > , size_bound_in_base_helper< long long int, J > , size_bound_in_base_helper< unsigned long int, J > , size_bound_in_base_helper< integer, I > , crt_blocks_transformer< WL, WH, s, V > , matrix_crt_multiply_helper< C > , matrix_crt_multiply_helper< integer > , size_bound_in_base_helper< unsigned char, J > , size_bound_in_base_helper< unsigned short int, J > , size_bound_in_base_helper< C, I > , crt_naive_transformer< C, S, V > , crt_dicho_transformer< C, S, V > , size_bound_in_base_helper< unsigned int, J > , size_bound_in_base_helper< long int, J > , size_bound_in_base_helper< int, J >
• slow_series_rep() : slow_series_rep< C, V >
• slp_pol_root() : implementation< series_slp_polynomial_regular_root, U, series_carry_monoblock< W, s, BV, t > > , implementation< series_slp_polynomial_regular_root, U, series_naive >
• slp_polynomial_regular_root_monoblock_series_rep() : slp_polynomial_regular_root_monoblock_series_rep< M, V, L >
• slp_polynomial_regular_root_series_rep() : slp_polynomial_regular_root_series_rep< M, V, L >
• smul() : implementation< matrix_structured_multiply, V, matrix_naive >
• solver_container_series_rep() : solver_container_series_rep< C, V >
• solver_series_rep() : solver_series_rep< C, V >
• square() : implementation< polynomial_multiply, V, polynomial_modular< W > > , implementation< polynomial_multiply, V, polynomial_kronecker< W > > , implementation< polynomial_multiply, V, polynomial_schonhage_inc< W, Th, Th_rec > > , implementation< polynomial_multiply, V, polynomial_balanced_tft< W > > , implementation< polynomial_multiply, V, polynomial_naive > , implementation< polynomial_multiply, V, polynomial_balanced< W > > , implementation< polynomial_multiply, V, polynomial_karatsuba< W > > , implementation< polynomial_multiply, V, polynomial_carry_naive< W > > , implementation< polynomial_multiply, V, polynomial_complex< CV > > , implementation< polynomial_multiply, V, polynomial_quotient< W > > , implementation< polynomial_multiply, V, polynomial_tangent< CV > > , implementation< polynomial_multiply, V, polynomial_tft_inc< W, Th > > , implementation< polynomial_multiply, V, polynomial_unrolled< W, m > >
• sub() : implementation< polynomial_vectorial, V, polynomial_carry_naive< W > > , implementation< polynomial_vectorial, V, polynomial_naive > , implementation< polynomial_vectorial, V, polynomial_carry_naive< W > > , implementation< polynomial_vectorial, V, polynomial_naive >
• subresultant() : implementation< polynomial_subresultant_base, V, polynomial_ring_naive< W > >
• subresultant_compose() : implementation< polynomial_subresultant_base, V, polynomial_gcd_ring_dicho_inc< BV > >
• subresultant_sequence() : implementation< polynomial_subresultant_base, V, polynomial_gcd_ring_ducos_inc< BV > > , implementation< polynomial_subresultant, V, polynomial_naive > , implementation< polynomial_subresultant_base, V, polynomial_gcd_ring_naive_inc< W > > , implementation< polynomial_subresultant_base, V, polynomial_naive > , implementation< polynomial_subresultant_base, V, polynomial_ring_naive< W > > , implementation< polynomial_subresultant_base, V, polynomial_gcd_ring_dicho_inc< BV > >
• subst_mul_series_rep() : subst_mul_series_rep< C, V, UV >