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tlp::Matrix< Obj, SIZE > Class Template Reference

class for mathematical square matrix More...

#include <Matrix.h>

Inheritance diagram for tlp::Matrix< Obj, SIZE >:
Collaboration diagram for tlp::Matrix< Obj, SIZE >:

List of all members.

Public Member Functions


Detailed Description

template<typename Obj, unsigned int SIZE>
class tlp::Matrix< Obj, SIZE >

class for mathematical square matrix

Enables to create a Square Matrix of Obj with a limited size and provides Mathematical operation. Mathematical operators must be defined for Obj. Out of bound accesses are only checked in debug mode.

Author:
: David Auber auber@tulip-software.org
Contributor : Maxime Delorme
Version:
0.0.2 27/04/2005

Constructor & Destructor Documentation

template<typename Obj , unsigned int SIZE>
tlp::Matrix< Obj, SIZE >::Matrix ( ) [inline]
template<typename Obj , unsigned int SIZE>
tlp::Matrix< Obj, SIZE >::Matrix ( const Array< Vector< Obj, SIZE >, SIZE > &  a) [inline]
template<typename Obj , unsigned int SIZE>
tlp::Matrix< Obj, SIZE >::Matrix ( const std::vector< std::vector< Obj > > &  covarianceMatrix)

Member Function Documentation

template<typename Obj , unsigned int SIZE>
MATRIX tlp::Matrix< Obj, SIZE >::cofactor ( ) const

Returns the cofactor Matrix of this

template<typename Obj , unsigned int SIZE>
Obj tlp::Matrix< Obj, SIZE >::determinant ( ) const

Compute the determinant of the matrix,

template<typename Obj , unsigned int SIZE>
MATRIX& tlp::Matrix< Obj, SIZE >::fill ( Obj  obj) [inline]

Fill the matrix with the value of obj

template<typename Obj , unsigned int SIZE>
MATRIX& tlp::Matrix< Obj, SIZE >::inverse ( )

Inverse the matrix and return "&(*this)"

template<typename Obj , unsigned int SIZE>
bool tlp::Matrix< Obj, SIZE >::operator!= ( const MATRIX &  ) const [inline]

Check non equality of two Matrices

template<typename Obj , unsigned int SIZE>
MATRIX& tlp::Matrix< Obj, SIZE >::operator*= ( const MATRIX &  mat) [inline]

Multiply the matrix by another matrix and return "&(*this)"

template<typename Obj , unsigned int SIZE>
MATRIX& tlp::Matrix< Obj, SIZE >::operator*= ( const Obj &  obj) [inline]

Multiply all elements of the matrix by obj, return "&(*this)"

template<typename Obj , unsigned int SIZE>
MATRIX& tlp::Matrix< Obj, SIZE >::operator+= ( const MATRIX &  mat) [inline]

add another matrix to the current one and return "&(*this)"

template<typename Obj , unsigned int SIZE>
MATRIX& tlp::Matrix< Obj, SIZE >::operator-= ( const MATRIX &  mat) [inline]

substract another matrix from the current and return "&(*this)"

template<typename Obj , unsigned int SIZE>
MATRIX tlp::Matrix< Obj, SIZE >::operator/ ( const Obj &  obj) const

Returns a new matrix equal to the division of the matrix by obj"

template<typename Obj , unsigned int SIZE>
MATRIX tlp::Matrix< Obj, SIZE >::operator/ ( const MATRIX &  mat2) const

Returns a new matrix equal to the division of the matrix by another matrix"

template<typename Obj , unsigned int SIZE>
MATRIX& tlp::Matrix< Obj, SIZE >::operator/= ( const MATRIX &  mat) [inline]

Divide the matrix by another one return "&(*this)"

template<typename Obj , unsigned int SIZE>
MATRIX& tlp::Matrix< Obj, SIZE >::operator/= ( const Obj &  obj) [inline]

Divide all elements of the matrix by obj, return "&(*this)"

template<typename Obj , unsigned int SIZE>
bool tlp::Matrix< Obj, SIZE >::operator== ( const MATRIX &  ) const [inline]

Check equality of two Matrices

template<typename Obj , unsigned int SIZE>
Vector<Obj,SIZE> tlp::Matrix< Obj, SIZE >::powerIteration ( const unsigned int  nIterations) const [inline]

Returns a new vector equal to the most influent eigenvector of the matrix

template<typename Obj , unsigned int SIZE>
MATRIX& tlp::Matrix< Obj, SIZE >::transpose ( )

Transpose the matrix and return "&(*this)".



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