num::linalg Namespace Reference

Classes
class	SPDMatrix
class	SymmetricMatrix

Functions
bool	is_symmetric (const Matrix &A, real tol=1e-12)
bool	is_spd (const Matrix &A, real tol=1e-12)
SymmetricMatrix< Matrix >	assume_symmetric (Matrix A)
SPDMatrix< Matrix >	assume_spd (Matrix A)
SymmetricMatrix< Matrix >	make_symmetric (Matrix A, real tol=1e-12)
SPDMatrix< Matrix >	make_spd (Matrix A, real tol=1e-12)

Function Documentation

assume_spd()

SPDMatrix< Matrix > num::linalg::assume_spd ( Matrix  A )

inline

Definition at line 91 of file matrix_properties.hpp.

assume_symmetric()

SymmetricMatrix< Matrix > num::linalg::assume_symmetric ( Matrix  A )

inline

Definition at line 87 of file matrix_properties.hpp.

is_spd()

bool num::linalg::is_spd ( const Matrix &  A, real  tol = 1e-12  )

inline

Definition at line 27 of file matrix_properties.hpp.

References is_symmetric(), and num::BasicMatrix< T >::rows().

Referenced by make_spd().

is_symmetric()

bool num::linalg::is_symmetric ( const Matrix &  A, real  tol = 1e-12  )

inline

Definition at line 12 of file matrix_properties.hpp.

References num::BasicMatrix< T >::cols(), and num::BasicMatrix< T >::rows().

Referenced by is_spd(), and make_symmetric().

make_spd()

SPDMatrix< Matrix > num::linalg::make_spd ( Matrix  A, real  tol = 1e-12  )

inline

Definition at line 102 of file matrix_properties.hpp.

References is_spd().

make_symmetric()

SymmetricMatrix< Matrix > num::linalg::make_symmetric ( Matrix  A, real  tol = 1e-12  )

inline

Definition at line 95 of file matrix_properties.hpp.

References is_symmetric().