Parse a Matrix Market banner line. More...

#include <Teuchos_MatrixMarket_Banner.hpp>

Public Member Functions
	Banner (const std::string &line, const bool tolerant=false)

const std::string &	objectType () const
	The object type. More...

const std::string &	matrixType () const
	Storage type of the matrix. More...

const std::string &	dataType () const
	Data type of matrix entries. More...

const std::string &	symmType () const
	Symmetric storage type. More...

Private Member Functions
void	setDefaults (const int howMany)
	Set the last `howMany` member data to default values. More...

Static Private Member Functions
static std::string	validateObjectType (const std::string &objectType, const bool tolerant=false)

static std::string	validateMatrixType (const std::string &matrixType, const bool tolerant=false)

static std::string	validateDataType (const std::string &dataType, const bool tolerant=false)

static std::string	validateSymmType (const std::string &symmType, const bool tolerant=false)

Private Attributes
std::string	objectType_

std::string	matrixType_

std::string	dataType_

std::string	symmType_

Detailed Description

Parse a Matrix Market banner line.

Author: Mark Hoemmen The "Matrix Market" (NIST) defines a standard human-readable ASCII file format of the same name. Matrix Market files may store dense or sparse matrices, with entries of types real, complex, integer, or pattern (no values, just the graph).

The first line of a Matrix Market - format file, the "banner line," contains information for interpreting the rest of the file. This class parses the first line, canonicalizes the information therein, and stores it for later use.

Definition at line 67 of file Teuchos_MatrixMarket_Banner.hpp.

Constructor & Destructor Documentation

Teuchos::MatrixMarket::Banner::Banner	(	const std::string &	line,
		const bool	tolerant = `false`
	)

Constructor

Parameters

line	[in] The banner line to parse
tolerant	[in] Whether to parse tolerantly. If false, we adhere strictly to the Matrix Market standard. If true, we allow all kinds of divergence therefrom (including an entirely empty banner line, for which we fill in some sensible defaults).

Definition at line 154 of file Teuchos_MatrixMarket_Banner.cpp.

Member Function Documentation

const std::string& Teuchos::MatrixMarket::Banner::objectType ( ) const

inline

The object type.

The Matrix Market format specifies the "type of object" stored in the file. In the current version of the standard, the object type is always "matrix" (without the quotes). The standard leaves open the possibility of other types in future versions of the standard.

Definition at line 86 of file Teuchos_MatrixMarket_Banner.hpp.

const std::string& Teuchos::MatrixMarket::Banner::matrixType ( ) const

inline

Storage type of the matrix.

"coordinate" means a sparse matrix, stored as (i,j,Aij) triples with one-based indices i and j. "array" means a dense matrix, stored in column-major order with one entry per line.

Definition at line 93 of file Teuchos_MatrixMarket_Banner.hpp.

const std::string& Teuchos::MatrixMarket::Banner::dataType ( ) const

inline

Data type of matrix entries.

Data type of the matrix entries: "real", "complex", "integer", or "pattern".

Definition at line 99 of file Teuchos_MatrixMarket_Banner.hpp.

const std::string& Teuchos::MatrixMarket::Banner::symmType ( ) const

inline

Symmetric storage type.

Describes whether and how symmetry is exploited when storing the matrix. "general" means nonsymmetric: all the matrix entries are stored. "symmetric", "skew-symmetric", and "hermitian" have their usual mathematical meaning, and also mean that only the upper or lower triangle (including the diagonal) of the matrix is stored. There's no way to tell from the banner whether the upper or lower triangle is stored; you have to examine the matrix entries.

Note: An error condition is possible for sparse matrices (matrixType() == "coordinate"): If only the upper or lower triangle is supposed to be there, and entries from both the upper and lower triangle are stored, the resulting matrix is undefined. Users of this class may choose to interpret this case as they wish. Besides simply reporting an error, one reasonable possibility is to treat every A(i,j) value as an indication to add that value (or its conjugate in the Hermitian case, or its negative in the skew-symmetric case) to the current value of A(j,i).

Definition at line 122 of file Teuchos_MatrixMarket_Banner.hpp.