linalg Namespace Reference

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Detailed Description

Domain gathering containers and specialisations for dense linear algebra.

Classes
struct	rep2d
struct	rep3d
struct	toeplitz
struct	rep1d
struct	sym2d
struct	hankel
Typedefs
typedef unsigned	size_type
typedef unsigned	size_type
typedef unsigned	size_type
typedef unsigned	size_type
Functions
template<class C>
linalg::rep2d< C >::col_iterator	create (typename linalg::rep2d< C >::col_iterator s, const linalg::rep2d< C > &a, unsigned int i, unsigned int j)
template<class C>
linalg::rep2d< C >::row_iterator	create (typename linalg::rep2d< C >::row_iterator s, const linalg::rep2d< C > &a, unsigned int i, unsigned int j)
template<class C>
linalg::rep2d< C >::row_iterator	begin_row (const linalg::rep2d< C > &a, unsigned int i)
template<class C>
linalg::rep2d< C >::col_iterator	begin_col (const linalg::rep2d< C > &a, unsigned int i)
template<class C>
linalg::rep2d< C >::row_iterator	end_row (const linalg::rep2d< C > &a, unsigned int i)
template<class C>
linalg::rep2d< C >::col_iterator	end_col (const linalg::rep2d< C > &a, unsigned int i)
template<class C, class M>
void	submatrix (toeplitz< C > &r, const M &m, const Range2d &rg)
template<class S, class C>
void	assign (toeplitz< C > &r, const S &M)
template<class C>
void	assign (rep1d< C > &r, const rep1d< C > *t)
template<class C>
rep1d< C >::iterator	create (typename rep1d< C >::iterator s, const rep1d< C > &a, unsigned int i)
unsigned	sym2dsz (unsigned i, unsigned j)
unsigned	sym2dcf (unsigned i, unsigned j)
	define_binary_operator (_submatrix_, submatrix, submatrix)
	define_binary_operator (_row_, row, row)
	define_binary_operator (_col_, col, col)
template<class C, class M>
void	submatrix (hankel< C > &r, const M &m, const Range2d &rg)
template<class S, class C>
void	assign (hankel< C > &r, S M)
template<class C, class V>
void	mult_vect (V &r, const hankel< C > &t, const V &v)

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Function Documentation

template<class C, class V>

void linalg::mult_vect	(	V &	r,
		const hankel< C > &	t,
		const V &	v
	)

Multiplication Hankel Matrix - Vector. Result, given by the first parameter r, is a Vector representation type