mmx::linear Namespace Reference

Functions
template<typename real_t >
void	Lsolve (real_t *x, real_t const *const L, real_t const *const b, unsigned n)
template<typename real_t >
bool	Usolve (real_t *x, real_t const *const U, real_t const *const b, unsigned n)
template<typename real_t >
bool	doolittle (real_t const *const A, real_t *L, real_t *U, unsigned n)
template<typename real_t >
bool	LUsolve (real_t *x, real_t const *const M, real_t const *const b, unsigned n)
template<typename real_t >
bool	LUinverse (real_t *iM, real_t const *const M, unsigned n)
template<typename real_t >
bool	gramschmidt (real_t *M, unsigned m, unsigned n)
template<typename real_t >
void	library (real_t *M, unsigned n, real_t *v)
template<typename real_t >
void	householder (real_t *M, real_t *d, real_t *e, int n)
template<typename real_t >
real_t	pythag (const real_t &a, const real_t &b)
template<typename real_t >
void	tqli (real_t *d, real_t *e, int n, real_t *z)
template<class real_t >
void	symeigen (real_t *M, real_t *d, int n)
template<typename real_t >
void	cpolynom (real_t *p, real_t *M, int n)
template<typename real_t >
void	caract_polynom (real_t *p, real_t *M, int n)

Function Documentation

template<typename real_t >

void mmx::linear::caract_polynom	(	real_t *	p,
		real_t *	M,
		int	n
	)

template<typename real_t >

void mmx::linear::cpolynom	(	real_t *	p,
		real_t *	M,
		int	n
	)

template<typename real_t >

bool mmx::linear::doolittle	(	real_t const *const	A,
		real_t *	L,
		real_t *	U,
		unsigned	n
	)

template<typename real_t >

bool mmx::linear::gramschmidt	(	real_t *	M,
		unsigned	m,
		unsigned	n
	)

template<typename real_t >

void mmx::linear::householder	(	real_t *	M,
		real_t *	d,
		real_t *	e,
		int	n
	)

template<typename real_t >

void mmx::linear::library	(	real_t *	M,
		unsigned	n,
		real_t *	v
	)

template<typename real_t >

void mmx::linear::Lsolve	(	real_t *	x,
		real_t const *const	L,
		real_t const *const	b,
		unsigned	n
	)

template<typename real_t >

bool mmx::linear::LUinverse	(	real_t *	iM,
		real_t const *const	M,
		unsigned	n
	)

template<typename real_t >

bool mmx::linear::LUsolve	(	real_t *	x,
		real_t const *const	M,
		real_t const *const	b,
		unsigned	n
	)

template<typename real_t >

real_t mmx::linear::pythag	(	const real_t &	a,
		const real_t &	b
	)

template<class real_t >

void mmx::linear::symeigen	(	real_t *	M,
		real_t *	d,
		int	n
	)

template<typename real_t >

void mmx::linear::tqli	(	real_t *	d,
		real_t *	e,
		int	n,
		real_t *	z
	)

template<typename real_t >

bool mmx::linear::Usolve	(	real_t *	x,
		real_t const *const	U,
		real_t const *const	b,
		unsigned	n
	)