#include <series.hpp>
Definition at line 132 of file series.hpp.
recursive_series_rep | ( | const format< C > & | fm | ) | [inline] |
Definition at line 136 of file series.hpp.
00136 : 00137 Series_rep (fm) {} virtual Series initialize () = 0;
virtual void Increase_order | ( | nat | l | ) | [inline, virtual] |
Reimplemented in inv_mod_polynomial_series_rep< C, U, V, W >, ldiv_sc_vec_series_rep< M, V >, ldiv_vec_series_rep< M, V >, ldiv_sc_vec_series_rep< M, V >, ldiv_vec_series_rep< M, V >, ldiv_sc_mat_series_rep< M, V >, ldiv_mat_series_rep< M, V >, rdiv_sc_series_rep< M, V, X >, div_series_rep< M, V >, slp_polynomial_regular_root_series_rep< M, V, L >, unary_recursive_series_rep< Op, C, V >, unary_polynomial_recursive_series_rep< Op, C, V, L >, binary_recursive_series_rep< Op, C, V >, binary_scalar_recursive_series_rep< Op, C, V, X >, and reverse_series_rep< C, V >.
Definition at line 142 of file series.hpp.
00142 { 00143 Series_rep::Increase_order (l); 00144 increase_order (eq, l); }
C& initial | ( | nat | n2 | ) | [inline] |
Definition at line 139 of file series.hpp.
Implemented in inv_mod_polynomial_series_rep< C, U, V, W >, ldiv_sc_vec_series_rep< M, V >, ldiv_vec_series_rep< M, V >, ldiv_sc_vec_series_rep< M, V >, ldiv_vec_series_rep< M, V >, ldiv_sc_mat_series_rep< M, V >, ldiv_mat_series_rep< M, V >, rdiv_sc_series_rep< M, V, X >, div_series_rep< M, V >, slp_polynomial_regular_root_series_rep< M, V, L >, nullary_recursive_series_rep< Op, C, V >, unary_recursive_series_rep< Op, C, V >, unary_polynomial_recursive_series_rep< Op, C, V, L >, binary_recursive_series_rep< Op, C, V >, binary_scalar_recursive_series_rep< Op, C, V, X >, reverse_series_rep< C, V >, fixed_point_series_rep< C >, and fixed_point_vector_series_rep< C >.
C next | ( | ) | [inline] |
Definition at line 145 of file series.hpp.
00145 { return eq[this->n]; }