Structure with type definitions for offset routines. More...

Public Types
typedef IndexType(*	sizes2offsets )(IndexType array[], const IndexType n)
	This method makes an offset array from the sizes.
typedef void(*	offsets2sizes )(IndexType sizes[], const IndexType offsets[], const IndexType n)
	This method computes size array from an offset array.
typedef bool(*	validOffsets )(const IndexType array[], const IndexType n, const IndexType total)
	check for a legal offset array.
typedef void(*	matrixAddSizes )(IndexType cSizes[], const IndexType numRows, const IndexType numColumns, bool diagonalProperty, const IndexType aIA[], const IndexType aJA[], const IndexType bIA[], const IndexType bJA[])
	This method computes the row sizes for result matrix C of matrix add A + B.
typedef void(*	matrixMultiplySizes )(IndexType cSizes[], const IndexType numRows, const IndexType numColumns, bool diagonalProperty, const IndexType aIA[], const IndexType aJA[], const IndexType bIA[], const IndexType bJA[])
	This method computes the row sizes for result matrix C of matrix multiplication A x B.
typedef void(*	matrixMultiplyJA )(IndexType cJA[], const IndexType cIA[], const IndexType numRows, const IndexType numColumns, bool diagonalProperty, const IndexType aIA[], const IndexType aJA[], const IndexType bIA[], const IndexType bJA[])
	This method computes the column indexes for result matrix C of matrix multiplication A x B.
typedef bool(*	hasDiagonalProperty )(const IndexType numDiagonals, const IndexType csrIA[], const IndexType csrJA[])

Detailed Description

Structure with type definitions for offset routines.

Member Typedef Documentation

typedef void( * lama::CSRUtilsInterface::Offsets::matrixAddSizes)(IndexType cSizes[], const IndexType numRows, const IndexType numColumns, bool diagonalProperty, const IndexType aIA[], const IndexType aJA[], const IndexType bIA[], const IndexType bJA[])

This method computes the row sizes for result matrix C of matrix add A + B.

Parameters:

[out]	cSizes	array of length numRows, will contain number of entries
[in]	numRows	number of rows for matrix A and B
[in]	numColumns	number of columns for matrix A and B
[in]	diagonalProperty	if true, diagonal elements will count in any case
[in]	aIA,aJA	are the index arrays of matrix A
[in]	bIA,bJA	are the index arrays of matrix B

Note: filling the result matrix must use the same flag for diagonalProperty otherwise the row sizes/offsets will not match

typedef void( * lama::CSRUtilsInterface::Offsets::matrixMultiplyJA)(IndexType cJA[], const IndexType cIA[], const IndexType numRows, const IndexType numColumns, bool diagonalProperty, const IndexType aIA[], const IndexType aJA[], const IndexType bIA[], const IndexType bJA[])

This method computes the column indexes for result matrix C of matrix multiplication A x B.

Parameters:

[out]	cJA	array will contain the column indexes, size is cIA[numRows]
[in]	CIA	array with row offsets as computed by matrixMultiplySizes + sizes2offsets
[in]	numRows	number of rows for matrix C and A
[in]	numColumns	number of columns for matrix C and B
[in]	diagonalProperty	if true, diagonal elements will filled in at begin of each row
[in]	aIA,aJA	are the index arrays of matrix A
[in]	bIA,bJA	are the index arrays of matrix B

typedef void( * lama::CSRUtilsInterface::Offsets::matrixMultiplySizes)(IndexType cSizes[], const IndexType numRows, const IndexType numColumns, bool diagonalProperty, const IndexType aIA[], const IndexType aJA[], const IndexType bIA[], const IndexType bJA[])

This method computes the row sizes for result matrix C of matrix multiplication A x B.

Parameters:

[out]	cSizes	array of length numRows, will contain number of entries
[in]	numRows	number of rows for matrix C and A
[in]	numColumns	number of columns for matrix C and B
[in]	diagonalProperty	if true, diagonal elements will count in any case
[in]	aIA,aJA	are the index arrays of matrix A
[in]	bIA,bJA	are the index arrays of matrix B

This method computes size array from an offset array.

Parameters:

[out]	sizes	will contain the sizes (e.g. for each row ), has numRows entries
[in]	offsets	contains the offsets, has numRows + 1 entries
[in]	n	is size of array sizes, n + 1 is size of array offsets

           offsets :   0   5  11   16  19  19  21  23
           sizes   :   5   6   5    3   0   2   2

This method makes an offset array from the sizes.

Parameters:

[in,out]	array	contains counter values and later the offsets
[in]	n	is the number of values, array must contain one additional value

    array  :    3    7   8   4   2  x 
    array  :    0   10  15  12  16  18  -> returns 18

Important: sizes must have numRows + 1 allocated entries.

check for a legal offset array.

The documentation for this struct was generated from the following file: