#include <MathMatrix.hh>

Public Member Functions
	MathMatrix ()
	default constructor More...

	MathMatrix (const Size NUMBER_ROWS, const Size NUMBER_COLS, const T &FILL_VALUE=T(0))
	construct from dimension and possible filler More...

	MathMatrix (const Size NUMBER_ROWS, const Size NUMBER_COLS, const T *DATA)
	construct from dimension and pointer to data More...

	MathMatrix (MathMatrix const &MATRIX)
	copy constructor from Matrix More...

MathMatrix< T > *	Clone () const
	Clone function. More...

	~MathMatrix ()
	destructor More...

Size	get_number_rows () const
	get number of rows More...

Size	get_number_cols () const
	get number of columns More...

Size	get_number_elements () const
	number of elements More...

Size	size () const
	number of elements More...

const T *	begin () const
	pointer to First Element More...

T *	begin ()
	pointer to First Element More...

const T *	end () const
	pointer to end of range More...

T *	end ()
	pointer to end of range More...

MathVector< T >	get_row (const Size ROW) const

MathVector< T >	get_col (const Size COL) const

bool	is_square () const
	is matrix a square matrix More...

bool	is_diagonal () const
	is matrix a diagonal matrix More...

bool	is_tri_diagonal () const
	is matrix a tridiagonal matrix More...

bool	same_dimensions (const MathMatrix< T > &MATRIX_LHS, const MathMatrix< T > &MATRIX_RHS)
	check dimension agreement of two Matrices More...

bool	inverse_dimensions (const MathMatrix< T > &MATRIX_LHS, const MathMatrix< T > &MATRIX_RHS)
	check inverse dimension agreement of two Matrices comapre number ros of lhs with number cols of rhs and number cols of lhs with number rows of rhs More...

bool	multiplication_dimension (const MathMatrix< T > &MATRIX_LHS, const MathMatrix< T > &MATRIX_RHS)
	check dimensions for multiplication A*B compare number cols of lhs with number rows of rhs More...

MathMatrix< T > &	set_zero ()

MathMatrix< T >	transpose (const MathMatrix< T > &MATRIX)

MathMatrix< T > &	inverse ()

MathMatrix< T > &	transpose ()

MathMatrix< T > &	inverse_rectangular_matrix ()

MathMatrix< T >	inverse_square_matrix ()
	invert small square matrices exactly More...

MathMatrix< T > &	inverse_diagonal_matrix ()

MathMatrix< T > &	inverse_tridiagonal_matrix ()

MathMatrix< T > &	set_unit ()

Size	pivot (const Size ROW)

MathMatrix< T > &	replace_row (const Size ROW, const MathVector< T > &VECTOR)

MathMatrix< T > &	replace_col (const Size COL, const MathVector< T > &VECTOR)

MathMatrix< T > &	swap_rows (const Size ROW_A, const Size ROW_B)

MathMatrix< T > &	swap_cols (const Size COL_A, const Size COL_B)

bool	IsValidPosition (const Size ROW, const Size COL) const

T &	operator() (const Size ROW, const Size COL)
	return reference to changeable element ( ROW, COL) More...

const T &	operator() (const Size ROW, const Size COL) const
	return reference to const element ( ROW, COL) More...

MathMatrix< T > &	operator= (const MathMatrix< T > &MATRIX)
	assignment from Matrix More...

MathMatrix< T > &	operator= (const T &VALUE)
	assignment from value More...

T *	operator[] (const Size ROW)
	C-style data access with [] gives a pointer on a ROW. More...

const T *	operator[] (const Size ROW) const
	C-style data access with [] gives a pointer on a ROW. More...

MathMatrix< T > &	operator*= (const MathMatrix< T > &MATRIX)
	operator *= Matrix More...

MathMatrix< T > &	operator*= (const MathVector< T > &VECTOR)
	operator *= VectorBase More...

Private Attributes
Size	NumberRows_

Size	NumberCols_

Size	size_

T *	data_

Constructor & Destructor Documentation

◆ MathMatrix() [1/4]

template<typename T >

numeric::MathMatrix< T >::MathMatrix ( )

inline

default constructor

◆ MathMatrix() [2/4]

template<typename T >

numeric::MathMatrix< T >::MathMatrix	(	const Size	NUMBER_ROWS,
		const Size	NUMBER_COLS,
		const T &	FILL_VALUE = `T( 0)`
	)

inlineexplicit

construct from dimension and possible filler

Parameters

NUMBER_ROWS	number of rows in matrix
NUMBER_COLS	number of cols in matrix
FILL_VALUE	assign every element to that value

◆ MathMatrix() [3/4]

template<typename T >

numeric::MathMatrix< T >::MathMatrix	(	const Size	NUMBER_ROWS,
		const Size	NUMBER_COLS,
		const T *	DATA
	)

inline

construct from dimension and pointer to data

Parameters

NUMBER_ROWS	number of rows in matrix
NUMBER_COLS	number of cols in matrix
DATA	pointer to field of data

◆ MathMatrix() [4/4]

template<typename T >

numeric::MathMatrix< T >::MathMatrix ( MathMatrix< T > const & MATRIX )

inline

copy constructor from Matrix

Parameters

MATRIX matrix to be copied from

References erraser_util::copy(), numeric::MathMatrix< T >::data_, and numeric::MathMatrix< T >::size_.

◆ ~MathMatrix()

template<typename T >

numeric::MathMatrix< T >::~MathMatrix ( )

inline

destructor

Member Function Documentation

◆ begin() [1/2]

template<typename T >

T* numeric::MathMatrix< T >::begin ( )

inline

pointer to First Element

Returns: pointer to first element in range containing all elements of Matrix

References numeric::MathMatrix< T >::data_.

◆ begin() [2/2]

template<typename T >

const T* numeric::MathMatrix< T >::begin ( ) const

inline

pointer to First Element

Returns: const pointer to first element in range containing all elements of Matrix

References numeric::MathMatrix< T >::data_.

Referenced by numeric::operator!=(), numeric::operator*=(), numeric::operator+=(), numeric::operator-=(), numeric::operator/=(), and numeric::operator==().

◆ Clone()

template<typename T >

MathMatrix< T>* numeric::MathMatrix< T >::Clone ( ) const

inline

Clone function.

Returns: pointer to new MatrixInterface< T>

◆ end() [1/2]

template<typename T >

T* numeric::MathMatrix< T >::end ( )

inline

pointer to end of range

Returns: pointer to address one after last element in Matrix

References numeric::MathMatrix< T >::data_, and numeric::MathMatrix< T >::size_.

◆ end() [2/2]

template<typename T >

const T* numeric::MathMatrix< T >::end ( ) const

inline

pointer to end of range

Returns: const pointer to address one after last element in Matrix

References numeric::MathMatrix< T >::data_, and numeric::MathMatrix< T >::size_.

Referenced by numeric::operator!=(), numeric::operator*=(), numeric::operator+=(), numeric::operator-=(), numeric::operator/=(), and numeric::operator==().

◆ get_col()

template<typename T >

MathVector< T> numeric::MathMatrix< T >::get_col ( const Size COL ) const

inline

Returns: Col of Matrix

References numeric::MathVector< T >::begin(), create_a3b_hbs::i, numeric::MathMatrix< T >::NumberRows_, numeric::MathMatrix< T >::operator()(), and ptr().

Referenced by numeric::interpolation::spline::BicubicSpline::train().

◆ get_number_cols()

template<typename T >

Size numeric::MathMatrix< T >::get_number_cols ( ) const

inline

get number of columns

Returns: number of columns

References numeric::MathMatrix< T >::NumberCols_.

Referenced by numeric::MathMatrix< T >::inverse_dimensions(), numeric::MathMatrix< T >::multiplication_dimension(), numeric::linear_algebra::non_square_transpose(), numeric::operator*(), numeric::MathMatrix< T >::same_dimensions(), and numeric::interpolation::spline::BicubicSpline::train().

◆ get_number_elements()

template<typename T >

Size numeric::MathMatrix< T >::get_number_elements ( ) const

inline

number of elements

Returns: total number of elements in matrix

References numeric::MathMatrix< T >::size_.

Referenced by numeric::MathMatrix< T >::is_diagonal().

◆ get_number_rows()

template<typename T >

Size numeric::MathMatrix< T >::get_number_rows ( ) const

inline

get number of rows

Returns: number of rows

References numeric::MathMatrix< T >::NumberRows_.

Referenced by numeric::MathMatrix< T >::inverse_dimensions(), numeric::MathMatrix< T >::multiplication_dimension(), numeric::linear_algebra::non_square_transpose(), numeric::operator*(), numeric::geometry::projection_area(), numeric::MathMatrix< T >::same_dimensions(), and numeric::interpolation::spline::BicubicSpline::train().

◆ get_row()

template<typename T >

MathVector< T> numeric::MathMatrix< T >::get_row ( const Size ROW ) const

inline

Returns: Row of Matrix

References numeric::MathMatrix< T >::NumberCols_.

Referenced by numeric::geometry::projection_area(), and numeric::interpolation::spline::BicubicSpline::train().

◆ inverse()

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::inverse ( )

inline

References numeric::MathMatrix< T >::inverse_rectangular_matrix(), numeric::MathMatrix< T >::inverse_square_matrix(), and numeric::MathMatrix< T >::is_square().

Referenced by numeric::interpolation::spline::CubicSpline::train().

◆ inverse_diagonal_matrix()

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::inverse_diagonal_matrix ( )

inline

References create_a3b_hbs::i, numeric::MathMatrix< T >::NumberRows_, numeric::MathMatrix< T >::operator()(), and pyrosetta.distributed.cluster.exceptions::T.

Referenced by numeric::MathMatrix< T >::inverse_square_matrix().

◆ inverse_dimensions()

template<typename T >

bool numeric::MathMatrix< T >::inverse_dimensions	(	const MathMatrix< T > &	MATRIX_LHS,
		const MathMatrix< T > &	MATRIX_RHS
	)

inline

check inverse dimension agreement of two Matrices comapre number ros of lhs with number cols of rhs and number cols of lhs with number rows of rhs

Parameters

MATRIX_LHS	rhs matrix
MATRIX_RHS	lhs matrix

Returns: true if number rows with cols and cols with rows agree between both Matrices

References numeric::MathMatrix< T >::get_number_cols(), and numeric::MathMatrix< T >::get_number_rows().

◆ inverse_rectangular_matrix()

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::inverse_rectangular_matrix ( )

inline

Returns: invert rectangular matrices exactly

References numeric::MathMatrix< T >::inverse_square_matrix(), numeric::MathMatrix< T >::NumberCols_, numeric::MathMatrix< T >::NumberRows_, numeric::MathMatrix< T >::transpose(), and transposed().

Referenced by numeric::MathMatrix< T >::inverse().

◆ inverse_square_matrix()

template<typename T >

MathMatrix< T> numeric::MathMatrix< T >::inverse_square_matrix ( )

inline

invert small square matrices exactly

Referenced by numeric::MathMatrix< T >::inverse(), and numeric::MathMatrix< T >::inverse_rectangular_matrix().

◆ inverse_tridiagonal_matrix()

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::inverse_tridiagonal_matrix ( )

inline

Returns: this algorithm was found on this page: http://www.csit.fsu.edu/~burkardt/math2071/math2071.html invert tridiagonal matrix for all diagonal elements

References create_a3b_hbs::i, create_a3b_hbs::j, kmeans_adaptive_kernel_density_bb_dependent_rotlib::n, numeric::MathMatrix< T >::NumberRows_, numeric::MathMatrix< T >::operator()(), pyrosetta.distributed.cluster.exceptions::T, and predPRE::y.

Referenced by numeric::MathMatrix< T >::inverse_square_matrix().

◆ is_diagonal()

template<typename T >

bool numeric::MathMatrix< T >::is_diagonal ( ) const

inline

is matrix a diagonal matrix

Returns: true if all but the elements in the diagonal are 0

References numeric::MathMatrix< T >::get_number_elements(), create_a3b_hbs::i, numeric::MathMatrix< T >::is_square(), create_a3b_hbs::j, numeric::MathMatrix< T >::NumberCols_, numeric::MathMatrix< T >::NumberRows_, and pyrosetta.distributed.cluster.exceptions::T.

Referenced by numeric::MathMatrix< T >::inverse_square_matrix().

◆ is_square()

template<typename T >

bool numeric::MathMatrix< T >::is_square ( ) const

inline

is matrix a square matrix

Returns: true if number of cols and rows are idnetical

References numeric::MathMatrix< T >::NumberCols_, and numeric::MathMatrix< T >::NumberRows_.

Referenced by numeric::MathMatrix< T >::inverse(), numeric::MathMatrix< T >::is_diagonal(), and numeric::MathMatrix< T >::is_tri_diagonal().

◆ is_tri_diagonal()

template<typename T >

bool numeric::MathMatrix< T >::is_tri_diagonal ( ) const

inline

is matrix a tridiagonal matrix

Returns: if diagonal and adjecent diagonals are filled and the rest is 0

References create_a3b_hbs::i, numeric::MathMatrix< T >::is_square(), create_a3b_hbs::j, numeric::MathMatrix< T >::NumberCols_, numeric::MathMatrix< T >::NumberRows_, and pyrosetta.distributed.cluster.exceptions::T.

Referenced by numeric::MathMatrix< T >::inverse_square_matrix().

◆ IsValidPosition()

template<typename T >

bool numeric::MathMatrix< T >::IsValidPosition	(	const Size	ROW,
		const Size	COL
	)		const

inline

Returns: check whether position is valid

References numeric::MathMatrix< T >::NumberCols_, numeric::MathMatrix< T >::NumberRows_, and utility_exit_with_message.

Referenced by numeric::MathMatrix< T >::replace_col(), numeric::MathMatrix< T >::replace_row(), numeric::MathMatrix< T >::swap_cols(), and numeric::MathMatrix< T >::swap_rows().

◆ multiplication_dimension()

template<typename T >

bool numeric::MathMatrix< T >::multiplication_dimension	(	const MathMatrix< T > &	MATRIX_LHS,
		const MathMatrix< T > &	MATRIX_RHS
	)

inline

check dimensions for multiplication A*B compare number cols of lhs with number rows of rhs

Parameters

MATRIX_LHS	rhs matrix
MATRIX_RHS	lhs matrix

Returns: true if number cols rhs and number cols lhs agree

References numeric::MathMatrix< T >::get_number_cols(), and numeric::MathMatrix< T >::get_number_rows().

◆ operator()() [1/2]

template<typename T >

T& numeric::MathMatrix< T >::operator()	(	const Size	ROW,
		const Size	COL
	)

inline

return reference to changeable element ( ROW, COL)

Parameters

ROW	the row number, starting with 0
COL	the col number, starting with 0

Returns: changable reference to the element defined bey ROW and COL number

References numeric::MathMatrix< T >::data_, numeric::MathMatrix< T >::NumberCols_, and numeric::MathMatrix< T >::NumberRows_.

Referenced by numeric::MathMatrix< T >::get_col(), numeric::MathMatrix< T >::inverse_diagonal_matrix(), numeric::MathMatrix< T >::inverse_square_matrix(), numeric::MathMatrix< T >::inverse_tridiagonal_matrix(), numeric::MathMatrix< T >::operator*=(), numeric::MathMatrix< T >::replace_col(), and numeric::MathMatrix< T >::transpose().

◆ operator()() [2/2]

template<typename T >

const T& numeric::MathMatrix< T >::operator()	(	const Size	ROW,
		const Size	COL
	)		const

inline

return reference to const element ( ROW, COL)

Parameters

ROW	the row number, starting with 0
COL	the col number, starting with 0

Returns: const element defined bey ROW and COL number

References numeric::MathMatrix< T >::data_, numeric::MathMatrix< T >::NumberCols_, and numeric::MathMatrix< T >::NumberRows_.

◆ operator*=() [1/2]

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::operator*= ( const MathMatrix< T > & MATRIX )

inline

operator *= Matrix

References create_a3b_hbs::i, create_a3b_hbs::j, create_a3b_hbs::k, numeric::MathMatrix< T >::NumberCols_, numeric::MathMatrix< T >::NumberRows_, and numeric::MathMatrix< T >::operator()().

◆ operator*=() [2/2]

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::operator*= ( const MathVector< T > & VECTOR )

inline

operator *= VectorBase

References numeric::MathVector< T >::begin(), create_a3b_hbs::i, create_a3b_hbs::j, numeric::MathMatrix< T >::NumberCols_, numeric::MathMatrix< T >::NumberRows_, numeric::MathMatrix< T >::operator[](), and dummy-distribution::row.

◆ operator=() [1/2]

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::operator= ( const MathMatrix< T > & MATRIX )

inline

assignment from Matrix

Parameters

MATRIX the matrix used as source

Returns: reference to this Matrix

References erraser_util::copy(), numeric::MathMatrix< T >::data_, numeric::MathMatrix< T >::NumberCols_, numeric::MathMatrix< T >::NumberRows_, and numeric::MathMatrix< T >::size_.

◆ operator=() [2/2]

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::operator= ( const T & VALUE )

inline

assignment from value

Parameters

VALUE all elements are set to that value

Returns: reference to this assigned Matrix

References numeric::MathMatrix< T >::data_, detail::fill(), and numeric::MathMatrix< T >::size_.

◆ operator[]() [1/2]

template<typename T >

T* numeric::MathMatrix< T >::operator[] ( const Size ROW )

inline

C-style data access with [] gives a pointer on a ROW.

References numeric::MathMatrix< T >::data_, numeric::MathMatrix< T >::NumberCols_, and numeric::MathMatrix< T >::NumberRows_.

Referenced by numeric::MathMatrix< T >::operator*=().

◆ operator[]() [2/2]

template<typename T >

const T* numeric::MathMatrix< T >::operator[] ( const Size ROW ) const

inline

C-style data access with [] gives a pointer on a ROW.

References numeric::MathMatrix< T >::data_, numeric::MathMatrix< T >::NumberCols_, and numeric::MathMatrix< T >::NumberRows_.

◆ pivot()

template<typename T >

Size numeric::MathMatrix< T >::pivot ( const Size ROW )

inline

Returns: private helper function for computing the determinante / inverting a square matrix

References create_a3b_hbs::k, and numeric::MathMatrix< T >::swap_rows().

Referenced by numeric::MathMatrix< T >::inverse_square_matrix().

◆ replace_col()

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::replace_col	(	const Size	COL,
		const MathVector< T > &	VECTOR
	)

inline

Returns: copies elements of argument VECTOR into this object at position (COL)

References numeric::MathVector< T >::begin(), hist2d::dat, numeric::MathVector< T >::end(), create_a3b_hbs::i, numeric::MathMatrix< T >::IsValidPosition(), numeric::MathMatrix< T >::NumberRows_, numeric::MathMatrix< T >::operator()(), and numeric::MathVector< T >::size().

◆ replace_row()

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::replace_row	(	const Size	ROW,
		const MathVector< T > &	VECTOR
	)

inline

Returns: copies elements of argument VECTOR into this object at position (ROW)

References numeric::MathVector< T >::begin(), hist2d::dat, numeric::MathVector< T >::end(), numeric::MathMatrix< T >::IsValidPosition(), ptr(), and numeric::MathVector< T >::size().

◆ same_dimensions()

template<typename T >

bool numeric::MathMatrix< T >::same_dimensions	(	const MathMatrix< T > &	MATRIX_LHS,
		const MathMatrix< T > &	MATRIX_RHS
	)

inline

check dimension agreement of two Matrices

Parameters

MATRIX_LHS	rhs matrix
MATRIX_RHS	lhs matrix

Returns: true if number rows and cols are the same between both Matrices

References numeric::MathMatrix< T >::get_number_cols(), and numeric::MathMatrix< T >::get_number_rows().

◆ set_unit()

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::set_unit ( )

inline

Returns: set all elements in matrix to T( 0) but diagonal elements to T( 1)

References create_a3b_hbs::i, numeric::MathMatrix< T >::NumberCols_, numeric::MathMatrix< T >::NumberRows_, numeric::MathMatrix< T >::set_zero(), and pyrosetta.distributed.cluster.exceptions::T.

Referenced by numeric::MathMatrix< T >::inverse_square_matrix().

◆ set_zero()

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::set_zero ( )

inline

References numeric::MathMatrix< T >::data_, detail::fill(), numeric::MathMatrix< T >::size_, and pyrosetta.distributed.cluster.exceptions::T.

Referenced by numeric::MathMatrix< T >::set_unit().

◆ size()

template<typename T >

Size numeric::MathMatrix< T >::size ( ) const

inline

number of elements

Returns: total number of elements in matrix

References numeric::MathMatrix< T >::size_.

Referenced by numeric::operator-(), and numeric::operator/().

◆ swap_cols()

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::swap_cols	(	const Size	COL_A,
		const Size	COL_B
	)

inline

Returns: swap columns COL_A and COL_B

References create_a3b_hbs::i, numeric::MathMatrix< T >::IsValidPosition(), numeric::MathMatrix< T >::NumberRows_, and swap().

◆ swap_rows()

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::swap_rows	(	const Size	ROW_A,
		const Size	ROW_B
	)

inline

Returns: swap rows ROW_A and ROW_B

References create_a3b_hbs::i, numeric::MathMatrix< T >::IsValidPosition(), numeric::MathMatrix< T >::NumberCols_, and swap().

Referenced by numeric::MathMatrix< T >::inverse_square_matrix(), and numeric::MathMatrix< T >::pivot().

◆ transpose() [1/2]

template<typename T >

MathMatrix< T>& numeric::MathMatrix< T >::transpose ( )

inline

Returns: transpose of matrix

References create_a3b_hbs::i, create_a3b_hbs::j, numeric::MathMatrix< T >::NumberCols_, numeric::MathMatrix< T >::NumberRows_, and numeric::MathMatrix< T >::operator()().

Referenced by numeric::MathMatrix< T >::inverse_rectangular_matrix().

◆ transpose() [2/2]

template<typename T >

MathMatrix< T> numeric::MathMatrix< T >::transpose ( const MathMatrix< T > & MATRIX )

inline

Returns: Transposed of Matrix

References numeric::MathMatrix< T >::transpose().

Referenced by numeric::MathMatrix< T >::inverse_rectangular_matrix(), and numeric::MathMatrix< T >::transpose().

Member Data Documentation

◆ data_

template<typename T >

T* numeric::MathMatrix< T >::data_

private

Referenced by numeric::MathMatrix< T >::begin(), numeric::MathMatrix< T >::end(), numeric::MathMatrix< T >::MathMatrix(), numeric::MathMatrix< T >::operator()(), numeric::MathMatrix< T >::operator=(), numeric::MathMatrix< T >::operator[](), and numeric::MathMatrix< T >::set_zero().

◆ NumberCols_

template<typename T >

Size numeric::MathMatrix< T >::NumberCols_

private

◆ NumberRows_

template<typename T >

Size numeric::MathMatrix< T >::NumberRows_

private

◆ size_

template<typename T >

Size numeric::MathMatrix< T >::size_

private

Referenced by numeric::MathMatrix< T >::end(), numeric::MathMatrix< T >::get_number_elements(), numeric::MathMatrix< T >::MathMatrix(), numeric::MathMatrix< T >::operator=(), numeric::MathMatrix< T >::set_zero(), and numeric::MathMatrix< T >::size().

The documentation for this class was generated from the following files:

src/numeric/MathMatrix.fwd.hh
src/numeric/MathMatrix.hh

Public Member Functions

Private Attributes

Constructor & Destructor Documentation

◆ MathMatrix() [1/4]

◆ MathMatrix() [2/4]

◆ MathMatrix() [3/4]

◆ MathMatrix() [4/4]

◆ ~MathMatrix()

Member Function Documentation

◆ begin() [1/2]

◆ begin() [2/2]

◆ Clone()

◆ end() [1/2]

◆ end() [2/2]

◆ get_col()

◆ get_number_cols()

◆ get_number_elements()

◆ get_number_rows()

◆ get_row()

◆ inverse()

◆ inverse_diagonal_matrix()

◆ inverse_dimensions()

◆ inverse_rectangular_matrix()

◆ inverse_square_matrix()

◆ inverse_tridiagonal_matrix()

◆ is_diagonal()

◆ is_square()

◆ is_tri_diagonal()

◆ IsValidPosition()

◆ multiplication_dimension()

◆ operator()() [1/2]

◆ operator()() [2/2]

◆ operator*=() [1/2]

◆ operator*=() [2/2]

◆ operator=() [1/2]

◆ operator=() [2/2]

◆ operator[]() [1/2]

◆ operator[]() [2/2]

◆ pivot()

◆ replace_col()

◆ replace_row()

◆ same_dimensions()

◆ set_unit()

◆ set_zero()

◆ size()

◆ swap_cols()

◆ swap_rows()

◆ transpose() [1/2]

◆ transpose() [2/2]

Member Data Documentation

◆ data_

◆ NumberCols_

◆ NumberRows_

◆ size_