shift_series_rep< C, V > Class Template Reference

#include <series.hpp>

Inheritance diagram for shift_series_rep< C, V >:

List of all members.

Public Member Functions

shift_series_rep (const series< C, V > &f2, const C &c2, nat order2)
syntactic expression (const syntactic &z) const
void Increase_order (nat l)
C next ()

Detailed Description

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

Definition at line 989 of file series.hpp.

Constructor & Destructor Documentation

shift_series_rep	(	const series< C, V > &	f2,
		const C &	c2,
		nat	order2
	)			`[inline]`

Definition at line 995 of file series.hpp.

00995                                                               :
00996     Series_rep (CF(f2)), f (f2), c (c2), order (order2) {}
  syntactic expression (const syntactic& z) const {

Member Function Documentation

syntactic expression ( const syntactic & z ) const [inline]

Definition at line 997 of file series.hpp.

References mmx::flatten().

00997                                                   {
00998     return apply ("shift", flatten (f, z), flatten (c)); }

void Increase_order ( nat l ) [inline]

Definition at line 999 of file series.hpp.

References mmx::increase_order().

00999                               {
01000     Series_rep::Increase_order (l);
01001     increase_order (f, l + order); }

C next ( ) [inline]

Definition at line 1002 of file series.hpp.

References mmx::C, and promote().

01002             {
01003     C s= this->zero (), p= this->one ();
01004     for (nat i=0; i<order; i++) {
01005       s += p * f[this->n + i];
01006       p *= c * (promote ((int) (this->n + i + 1), c) /
01007                 promote ((int) (i + 1), c));
01008     }
01009     return s; }

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

include/algebramix/series.hpp