recursive_series_rep< C, V > Class Template Reference

#include <series.hpp>

Inheritance diagram for recursive_series_rep< C, V >:

List of all members.

Public Member Functions

• recursive_series_rep (const format< C > &fm)
• virtual series< C, V > initialize ()=0
• C & initial (nat n2)
• virtual void Increase_order (nat l)
• C next ()

Public Attributes

• series< C, V > eq

---

Detailed Description

template<typename C, typename V>
class mmx::recursive_series_rep< C, V >

Examples:

series_test.cpp.

Definition at line 124 of file series.hpp.

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Constructor & Destructor Documentation

recursive_series_rep

(

const format< C > &

fm

)

[inline]

Definition at line 128 of file series.hpp.

                                                :
    Series_rep (fm) {}

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Member Function Documentation

virtual void Increase_order

(

nat

l

)

[inline, virtual]

Reimplemented in implementation< polynomial_gcd, X, polynomial_series< BV > >::inv_mod_polynomial_series_rep< C, U, V, W >, implementation< series_divide, U, series_carry_naive >::rdiv_sc_series_rep< M, V, X >, implementation< series_divide, U, series_carry_naive >::div_series_rep< M, V >, root_series_rep< M, V >, system_root_series_rep< M, V, W >, ldiv_sc_mat_mat_series_rep< C, V, U, UU >, ldiv_mat_mat_series_rep< C, V, U >, implementation< series_recursive_abstractions, U, series_naive >::unary_recursive_series_rep< Op, C, V >, implementation< series_recursive_abstractions, U, series_naive >::binary_recursive_series_rep< Op, C, V >, implementation< series_recursive_abstractions, U, series_naive >::binary_scalar_recursive_series_rep< Op, C, V, X >, implementation< series_compose, U, series_naive >::reverse_series_rep< C, V >, ldiv_sc_mat_series_rep< C, V, W, U >, and ldiv_mat_series_rep< C, V, W, U >.

Definition at line 134 of file series.hpp.

Referenced by system_root_series_rep< M, V, W >::Increase_order().

                                      {
    Series_rep::Increase_order (l);
    increase_order (eq, l); }

C& initial

(

nat

n2

)

[inline]

Definition at line 131 of file series.hpp.

Referenced by ldiv_mat_series_rep< C, V, W, U >::initialize(), ldiv_sc_mat_series_rep< C, V, W, U >::initialize(), ldiv_mat_mat_series_rep< C, V, U >::initialize(), and ldiv_sc_mat_mat_series_rep< C, V, U, UU >::initialize().

                      {
    if (n2>=this->n) { this->n = n2+1; Set_order (this->n); }
    return this->a[n2]; }

virtual series<C,V> initialize

(

)

[pure virtual]

Implemented in implementation< polynomial_gcd, X, polynomial_series< BV > >::inv_mod_polynomial_series_rep< C, U, V, W >, implementation< series_divide, U, series_carry_naive >::rdiv_sc_series_rep< M, V, X >, implementation< series_divide, U, series_carry_naive >::div_series_rep< M, V >, root_series_rep< M, V >, system_root_series_rep< M, V, W >, ldiv_sc_mat_mat_series_rep< C, V, U, UU >, ldiv_mat_mat_series_rep< C, V, U >, implementation< series_recursive_abstractions, U, series_naive >::nullary_recursive_series_rep< Op, C, V >, implementation< series_recursive_abstractions, U, series_naive >::unary_recursive_series_rep< Op, C, V >, implementation< series_recursive_abstractions, U, series_naive >::binary_recursive_series_rep< Op, C, V >, implementation< series_recursive_abstractions, U, series_naive >::binary_scalar_recursive_series_rep< Op, C, V, X >, implementation< series_compose, U, series_naive >::reverse_series_rep< C, V >, fixed_point_series_rep< C >, fixed_point_vector_series_rep< C >, ldiv_sc_mat_series_rep< C, V, W, U >, and ldiv_mat_series_rep< C, V, W, U >.

C next

(

)

[inline]

Definition at line 137 of file series.hpp.

{ return eq[this->n]; }

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Member Data Documentation

series<C,V> eq

Definition at line 126 of file series.hpp.

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The documentation for this class was generated from the following file:

• /Users/mourrain/Devel/mmx/algebramix/include/algebramix/series.hpp