Collaboration diagram for Auxiliary Utilities:

int	bitpit::linearalgebra::linearIndexColMajor (int row, int col, int nRows, int nCols)

int	bitpit::linearalgebra::linearIndexRowMajor (int row, int col, int nRows, int nCols)

int	bitpit::linearalgebra::linearIndexColMajorSymmetric (int row, int col, int nRows, int nCols, char uplo)

int	bitpit::linearalgebra::linearIndexRowMajorSymmetric (int row, int col, int nRows, int nCols, char uplo)

template<class T >
void	bitpit::linearalgebra::complement (int, int, std::vector< std::vector< T > > &, std::vector< std::vector< T > > &)

template<class T , size_t m, size_t n>
void	bitpit::linearalgebra::complement (int, int, std::array< std::array< T, n >, m > &, std::array< std::array< T, n-1 >, m-1 > &)

Detailed Description

Function Documentation

◆ complement() [1/2]

template<class T , size_t m, size_t n>

void bitpit::linearalgebra::complement	(	int	i,
		int	j,
		std::array< std::array< T, n >, m > &	A,
		std::array< std::array< T, n-1 >, m-1 > &	B )

Given an input matrix A, compute the complement of the element A[i][j]. Overloading of complement() function for container array.

Parameters

[in]	i	row index of element
[in]	j	column index of element
[in]	A	input matrix
[in,out]	B	complement of alement A[i][j].

Definition at line 312 of file matrix_utilities.tpp.

◆ complement() [2/2]

template<class T >

void bitpit::linearalgebra::complement	(	int	i,
		int	j,
		std::vector< std::vector< T > > &	A,
		std::vector< std::vector< T > > &	B )

Given an input matrix A, compute the complement of the element A[i][j].

Parameters

[in]	i	row index of element
[in]	j	column index of element
[in]	A	input matrix
[in,out]	B	complement of alement A[i][j].

Definition at line 240 of file matrix_utilities.tpp.

◆ linearIndexColMajor()

int bitpit::linearalgebra::linearIndexColMajor	(	int	row,
		int	col,
		int	nRows,
		int	nCols )

Computes the linear index of an element of a matrix stored in column-major ordering.

Parameters

[in]	row	is the row
[in]	col	is the column
[in]	nRows	is the number of rows
[in]	nCols	is the number of columns

Returns: The linear index of the specified element.

Definition at line 48 of file matrix_utilities.cpp.

◆ linearIndexColMajorSymmetric()

int bitpit::linearalgebra::linearIndexColMajorSymmetric	(	int	row,
		int	col,
		int	nRows,
		int	nCols,
		char	uplo )

Computes the linear index of an element of a symmetric matrix stored in column-major ordering when only either the upper or lower triangle is stored. E.g. if the indices (row,col) correspond to element in the lower triangle, but uplo indicates that upper triangle is stored, the symmetric index within the upper triangle is returned.

Parameters

[in]	row	is the row
[in]	col	is the column
[in]	nRows	is the number of rows
[in]	nCols	is the number of columns
[in]	uplo	defines if the matrix is an upper triangle ('U') or a lower triangle ('L')

Returns: The linear index of the specified element.

Definition at line 87 of file matrix_utilities.cpp.

◆ linearIndexRowMajor()

int bitpit::linearalgebra::linearIndexRowMajor	(	int	row,
		int	col,
		int	nRows,
		int	nCols )

Computes the linear index of an element of a matrix stored in row-major ordering.

Parameters

[in]	row	is the row
[in]	col	is the column
[in]	nRows	is the number of rows
[in]	nCols	is the number of columns

Returns: The linear index of the specified element.

Definition at line 65 of file matrix_utilities.cpp.

◆ linearIndexRowMajorSymmetric()

int bitpit::linearalgebra::linearIndexRowMajorSymmetric	(	int	row,
		int	col,
		int	nRows,
		int	nCols,
		char	uplo )

Computes the linear index of an element of a symmetric matrix stored in row-major ordering when only either the upper or lower triangle is stored. E.g. if the indices (row,col) correspond to element in the lower triangle, but uplo indicates that upper triangle is stored, the symmetric index within the upper triangle is returned.

Parameters

[in]	row	is the row
[in]	col	is the column
[in]	nRows	is the number of rows
[in]	nCols	is the number of columns
[in]	uplo	defines if the matrix is an upper triangle ('U') or a lower triangle ('L')

Returns: The linear index of the specified element.

Definition at line 113 of file matrix_utilities.cpp.