Declarations and definitiones for the non polymorphic abstract class Matrix_BASE<>. More...

#include <stdexcept>
#include <cassert>

Classes
class	Mx::Matrix_BASE< E >
	This is the base template for the implementaciones of the chirrisquitica matrix. More...
Namespaces
namespace	ECCI
	Escuela de Ciencias de la Computación e Informática.
namespace	std
	C++ STL.
namespace	Mx
	Chirrisquitica matrix by adolf.nosp@m.o@di.nosp@m.-mare.nosp@m..com.
Defines
#define	Matrix_BASE_h
	Used to avoid multiple inclusion.
#define	English_dox "Doxygen: English documentation"
	"Doxygen: English documentation"
Functions
template<class MAT >
bool	Mx::check_ok_Matrix (const MAT &M)
	Generic verification of the class invariant `check_ok()`.
template<class MAT >
unsigned	Mx::count_Matrix (const MAT &M)
	Default implementation for `Matrix_BASE<E>::count()`
template<class MAT >
void	Mx::clear_Matrix (MAT &M)
	Default implementation for `Matrix_BASE<E>::clear()`
template<class MAT >
bool	Mx::equals_Matrix (const MAT &A, const MAT &B)
	Default implementation for `Matrix_BASE<E>::operator==()`
template<class MAT >
void	Mx::add_Matrix (MAT &Res, const MAT &M)
	Default implementation for `operator+( Matrix_BASE<E>&, Matrix_BASE<E> )`
template<class MAT >
void	Mx::substract_Matrix (MAT &Res, const MAT &M)
	Default implementation for `operator-( Matrix_BASE<E>&, Matrix_BASE<E> )`
template<class MAT >
void	Mx::multiply_Matrix (MAT &Res, const MAT &A, const MAT &B)
	Calculates the multiplication `A * B` and stores the result in `"Res"`.
template<class MAT >
MAT::reference	Mx::at_Matrix (MAT &M, unsigned i, unsigned j)
	Default implementation for `Matrix_BASE<E>::at()`
template<class MAT >
MAT::const_reference	Mx::at_Matrix (const MAT &M, unsigned i, unsigned j)
	Default implementation for `Matrix_BASE<E>::at() const`.
template<class MAT >
MAT	Mx::operator+ (const Matrix_BASE< typename MAT::value_type > &A, const MAT &B)
	`A+B`
template<class MAT >
MAT	Mx::operator- (const Matrix_BASE< typename MAT::value_type > &A, const MAT &B)
	`A-B`
template<class MAT >
MAT	Mx::operator* (const Matrix_BASE< typename MAT::value_type > &A, const MAT &B)
	`Res=A*B`
template<class MAT >
bool	Mx::operator== (const Matrix_BASE< typename MAT::value_type > &A, const MAT &B)
	¿¿¿ (A == B) ???
template<class MAT >
bool	Mx::operator!= (const Matrix_BASE< typename MAT::value_type > &A, const MAT &B)
	¿¿¿ (A != B) ???