Generic matrix of 4 x 4 elements. To be used in conjunction with NCollection_Vec4 entities. Originally introduced for 3D space projection and orientation operations. Warning, empty constructor returns an identity matrix. More...

#include <NCollection_Mat4.hxx>

Public Member Functions
	NCollection_Mat4 ()
	Empty constructor. Construct the identity matrix.

template<typename OtherElement_t >
	NCollection_Mat4 (const NCollection_Mat4< OtherElement_t > &theOtherMat4)
	Conversion constructor (explicitly converts some 4 x 4 matrix with other element type to a new 4 x 4 matrix with the element type Element_t, whose elements are static_cast'ed corresponding elements of theOtherMat4 matrix)

Element_t	GetValue (const size_t theRow, const size_t theCol) const
	Get element at the specified row and column.

Element_t &	ChangeValue (const size_t theRow, const size_t theCol)
	Access element at the specified row and column.

void	SetValue (const size_t theRow, const size_t theCol, const Element_t theValue)
	Set value for the element specified by row and columns.

Element_t &	operator() (const size_t theRow, const size_t theCol)
	Return value.

Element_t	operator() (const size_t theRow, const size_t theCol) const
	Return value.

NCollection_Vec4< Element_t >	GetRow (const size_t theRow) const
	Get vector of elements for the specified row.

void	SetRow (const size_t theRow, const NCollection_Vec3< Element_t > &theVec)
	Change first 3 row values by the passed vector.

void	SetRow (const size_t theRow, const NCollection_Vec4< Element_t > &theVec)
	Set row values by the passed 4 element vector.

NCollection_Vec4< Element_t >	GetColumn (const size_t theCol) const
	Get vector of elements for the specified column.

void	SetColumn (const size_t theCol, const NCollection_Vec3< Element_t > &theVec)
	Change first 3 column values by the passed vector.

void	SetColumn (const size_t theCol, const NCollection_Vec4< Element_t > &theVec)
	Set column values by the passed 4 element vector.

NCollection_Vec4< Element_t >	GetDiagonal () const
	Get vector of diagonal elements.

void	SetDiagonal (const NCollection_Vec3< Element_t > &theVec)
	Change first 3 elements of the diagonal matrix.

void	SetDiagonal (const NCollection_Vec4< Element_t > &theVec)
	Set diagonal elements of the matrix by the passed vector.

NCollection_Mat3< Element_t >	GetMat3 () const
	Return 3x3 sub-matrix.

void	InitZero ()
	Initialize the zero matrix.

bool	IsZero () const
	Checks the matrix for zero (without tolerance).

void	InitIdentity ()
	Initialize the identity matrix.

bool	IsIdentity () const
	Checks the matrix for identity (without tolerance).

bool	IsEqual (const NCollection_Mat4 &theOther) const
	Check this matrix for equality with another matrix (without tolerance!).

bool	operator== (const NCollection_Mat4 &theOther) const
	Check this matrix for equality with another matrix (without tolerance!).

bool	operator!= (const NCollection_Mat4 &theOther) const
	Check this matrix for non-equality with another matrix (without tolerance!).

const Element_t *	GetData () const
	Raw access to the data (for OpenGL exchange); the data is returned in column-major order.

Element_t *	ChangeData ()

NCollection_Vec4< Element_t >	operator* (const NCollection_Vec4< Element_t > &theVec) const
	Multiply by the vector (M * V).

void	Multiply (const NCollection_Mat4 &theMat)
	Compute matrix multiplication.

NCollection_Mat4 &	operator*= (const NCollection_Mat4 &theMat)
	Multiply by the another matrix.

NCollection_Mat4	operator* (const NCollection_Mat4 &theMat) const
	Compute matrix multiplication product.

NCollection_Mat4	Multiplied (const NCollection_Mat4 &theMat) const
	Compute matrix multiplication product.

void	Multiply (const Element_t theFactor)
	Compute per-component multiplication.

NCollection_Mat4 &	operator*= (const Element_t theFactor)
	Compute per-element multiplication.

NCollection_Mat4	operator* (const Element_t theFactor) const
	Compute per-element multiplication.

NCollection_Mat4	Multiplied (const Element_t theFactor) const
	Compute per-element multiplication.

void	Divide (const Element_t theFactor)
	Compute per-component division.

NCollection_Mat4 &	operator/= (const Element_t theScalar)
	Per-component division.

NCollection_Mat4	Divided (const Element_t theScalar) const
	Divides all the coefficients of the matrix by scalar.

NCollection_Mat4	operator/ (const Element_t theScalar) const
	Divides all the coefficients of the matrix by scalar.

void	Add (const NCollection_Mat4 &theMat)
	Per-component addition of another matrix.

NCollection_Mat4 &	operator+= (const NCollection_Mat4 &theMat)
	Per-component addition of another matrix.

void	Subtract (const NCollection_Mat4 &theMat)
	Per-component subtraction of another matrix.

NCollection_Mat4 &	operator-= (const NCollection_Mat4 &theMat)
	Per-component subtraction of another matrix.

NCollection_Mat4	Added (const NCollection_Mat4 &theMat) const
	Per-component addition of another matrix.

NCollection_Mat4	operator+ (const NCollection_Mat4 &theMat) const
	Per-component addition of another matrix.

NCollection_Mat4	Subtracted (const NCollection_Mat4 &theMat) const
	Per-component subtraction of another matrix.

NCollection_Mat4	operator- (const NCollection_Mat4 &theMat) const
	Per-component subtraction of another matrix.

NCollection_Mat4	Negated () const
	Returns matrix with all components negated.

NCollection_Mat4	operator- () const
	Returns matrix with all components negated.

void	Translate (const NCollection_Vec3< Element_t > &theVec)
	Translate the matrix on the passed vector.

NCollection_Mat4	Transposed () const
	Transpose the matrix.

void	Transpose ()
	Transpose the matrix.

bool	Inverted (NCollection_Mat4< Element_t > &theOutMx, Element_t &theDet) const
	Compute inverted matrix.

bool	Inverted (NCollection_Mat4< Element_t > &theOutMx) const
	Compute inverted matrix.

NCollection_Mat4	Inverted () const
	Return inverted matrix.

Element_t	DeterminantMat3 () const
	Return determinant of the 3x3 sub-matrix.

NCollection_Mat4< Element_t >	Adjoint () const
	Return adjoint (adjugate matrix, e.g. conjugate transpose).

template<typename Other_t >
void	ConvertFrom (const NCollection_Mat4< Other_t > &theFrom)
	Take values from NCollection_Mat4 with a different element type with type conversion.

template<typename Other_t >
void	Convert (const NCollection_Mat4< Other_t > &theFrom)
	Take values from NCollection_Mat4 with a different element type with type conversion.

void	DumpJson (Standard_OStream &theOStream, Standard_Integer) const
	Dumps the content of me into the stream.

Static Public Member Functions
static size_t	Rows ()
	Get number of rows.

static size_t	Cols ()
	Get number of columns.

static NCollection_Mat4	Identity ()
	Return identity matrix.

static NCollection_Mat4	Zero ()
	Return zero matrix.

static NCollection_Mat4	Multiply (const NCollection_Mat4 &theMatA, const NCollection_Mat4 &theMatB)
	Compute matrix multiplication product: A * B.

static NCollection_Mat4< Element_t > &	Map (Element_t *theData)
	Maps plain C array to matrix type.

static const NCollection_Mat4< Element_t > &	Map (const Element_t *theData)
	Maps plain C array to matrix type.

Detailed Description

template<typename Element_t>
class NCollection_Mat4< Element_t >

Generic matrix of 4 x 4 elements. To be used in conjunction with NCollection_Vec4 entities. Originally introduced for 3D space projection and orientation operations. Warning, empty constructor returns an identity matrix.

Constructor & Destructor Documentation

◆ NCollection_Mat4() [1/2]

template<typename Element_t >

NCollection_Mat4< Element_t >::NCollection_Mat4 ( )

inline

Empty constructor. Construct the identity matrix.

◆ NCollection_Mat4() [2/2]

template<typename Element_t >

template<typename OtherElement_t >

NCollection_Mat4< Element_t >::NCollection_Mat4 ( const NCollection_Mat4< OtherElement_t > & theOtherMat4 )

inlineexplicit

Conversion constructor (explicitly converts some 4 x 4 matrix with other element type to a new 4 x 4 matrix with the element type Element_t, whose elements are static_cast'ed corresponding elements of theOtherMat4 matrix)

Template Parameters

OtherElement_t the element type of the other 4 x 4 matrix theOtherVec4

Parameters

theOtherMat4 the 4 x 4 matrix that needs to be converted

Member Function Documentation

◆ Add()

template<typename Element_t >

void NCollection_Mat4< Element_t >::Add ( const NCollection_Mat4< Element_t > & theMat )

inline

Per-component addition of another matrix.

◆ Added()

template<typename Element_t >

NCollection_Mat4 NCollection_Mat4< Element_t >::Added ( const NCollection_Mat4< Element_t > & theMat ) const

inline

Per-component addition of another matrix.

◆ Adjoint()

template<typename Element_t >

NCollection_Mat4< Element_t > NCollection_Mat4< Element_t >::Adjoint ( ) const

inline

Return adjoint (adjugate matrix, e.g. conjugate transpose).

◆ ChangeData()

template<typename Element_t >

Element_t * NCollection_Mat4< Element_t >::ChangeData ( )

inline

◆ ChangeValue()

template<typename Element_t >

Element_t & NCollection_Mat4< Element_t >::ChangeValue	(	const size_t	theRow,
		const size_t	theCol )

inline

Access element at the specified row and column.

Parameters

theRow	[in] the row to access.
theCol	[in] the column to access.

Returns: reference on the matrix element.

◆ Cols()

template<typename Element_t >

static size_t NCollection_Mat4< Element_t >::Cols ( )

inlinestatic

Get number of columns.

Returns: number of columns.

◆ Convert()

template<typename Element_t >

template<typename Other_t >

void NCollection_Mat4< Element_t >::Convert ( const NCollection_Mat4< Other_t > & theFrom )

inline

Take values from NCollection_Mat4 with a different element type with type conversion.

◆ ConvertFrom()

template<typename Element_t >

template<typename Other_t >

void NCollection_Mat4< Element_t >::ConvertFrom ( const NCollection_Mat4< Other_t > & theFrom )

inline

Take values from NCollection_Mat4 with a different element type with type conversion.

◆ DeterminantMat3()

template<typename Element_t >

Element_t NCollection_Mat4< Element_t >::DeterminantMat3 ( ) const

inline

Return determinant of the 3x3 sub-matrix.

◆ Divide()

template<typename Element_t >

void NCollection_Mat4< Element_t >::Divide ( const Element_t theFactor )

inline

Compute per-component division.

Parameters

theFactor [in] the scale factor.

◆ Divided()

template<typename Element_t >

NCollection_Mat4 NCollection_Mat4< Element_t >::Divided ( const Element_t theScalar ) const

inline

Divides all the coefficients of the matrix by scalar.

◆ DumpJson()

template<typename Element_t >

void NCollection_Mat4< Element_t >::DumpJson	(	Standard_OStream &	theOStream,
		Standard_Integer	) const

inline

Dumps the content of me into the stream.

◆ GetColumn()

template<typename Element_t >

NCollection_Vec4< Element_t > NCollection_Mat4< Element_t >::GetColumn ( const size_t theCol ) const

inline

Get vector of elements for the specified column.

Parameters

theCol [in] the column to access.

Returns: vector of elements.

◆ GetData()

template<typename Element_t >

const Element_t * NCollection_Mat4< Element_t >::GetData ( ) const

inline

Raw access to the data (for OpenGL exchange); the data is returned in column-major order.

◆ GetDiagonal()

template<typename Element_t >

NCollection_Vec4< Element_t > NCollection_Mat4< Element_t >::GetDiagonal ( ) const

inline

Get vector of diagonal elements.

Returns: vector of diagonal elements.

◆ GetMat3()

template<typename Element_t >

NCollection_Mat3< Element_t > NCollection_Mat4< Element_t >::GetMat3 ( ) const

inline

Return 3x3 sub-matrix.

◆ GetRow()

template<typename Element_t >

NCollection_Vec4< Element_t > NCollection_Mat4< Element_t >::GetRow ( const size_t theRow ) const

inline

Get vector of elements for the specified row.

Parameters

theRow [in] the row to access.

Returns: vector of elements.

◆ GetValue()

template<typename Element_t >

Element_t NCollection_Mat4< Element_t >::GetValue	(	const size_t	theRow,
		const size_t	theCol ) const

inline

Get element at the specified row and column.

Parameters

theRow	[in] the row to address.
theCol	[in] the column to address.

Returns: the value of the addressed element.

◆ Identity()

template<typename Element_t >

static NCollection_Mat4 NCollection_Mat4< Element_t >::Identity ( )

inlinestatic

Return identity matrix.

◆ InitIdentity()

template<typename Element_t >

void NCollection_Mat4< Element_t >::InitIdentity ( )

inline

Initialize the identity matrix.

◆ InitZero()

template<typename Element_t >

void NCollection_Mat4< Element_t >::InitZero ( )

inline

Initialize the zero matrix.

◆ Inverted() [1/3]

template<typename Element_t >

NCollection_Mat4 NCollection_Mat4< Element_t >::Inverted ( ) const

inline

Return inverted matrix.

◆ Inverted() [2/3]

template<typename Element_t >

bool NCollection_Mat4< Element_t >::Inverted ( NCollection_Mat4< Element_t > & theOutMx ) const

inline

Compute inverted matrix.

Parameters

theOutMx [out] the inverted matrix

Returns: true if reversion success

◆ Inverted() [3/3]

template<typename Element_t >

bool NCollection_Mat4< Element_t >::Inverted	(	NCollection_Mat4< Element_t > &	theOutMx,
		Element_t &	theDet ) const

inline

Compute inverted matrix.

Parameters

theOutMx	[out] the inverted matrix
theDet	[out] determinant of matrix

Returns: true if reversion success

◆ IsEqual()

template<typename Element_t >

bool NCollection_Mat4< Element_t >::IsEqual ( const NCollection_Mat4< Element_t > & theOther ) const

inline

Check this matrix for equality with another matrix (without tolerance!).

◆ IsIdentity()

template<typename Element_t >

bool NCollection_Mat4< Element_t >::IsIdentity ( ) const

inline

Checks the matrix for identity (without tolerance).

◆ IsZero()

template<typename Element_t >

bool NCollection_Mat4< Element_t >::IsZero ( ) const

inline

Checks the matrix for zero (without tolerance).

◆ Map() [1/2]

template<typename Element_t >

static const NCollection_Mat4< Element_t > & NCollection_Mat4< Element_t >::Map ( const Element_t * theData )

inlinestatic

Maps plain C array to matrix type.

◆ Map() [2/2]

template<typename Element_t >

static NCollection_Mat4< Element_t > & NCollection_Mat4< Element_t >::Map ( Element_t * theData )

inlinestatic

Maps plain C array to matrix type.

◆ Multiplied() [1/2]

template<typename Element_t >

NCollection_Mat4 NCollection_Mat4< Element_t >::Multiplied ( const Element_t theFactor ) const

inline

Compute per-element multiplication.

Parameters

theFactor [in] the scale factor.

Returns: the result of multiplication.

◆ Multiplied() [2/2]

template<typename Element_t >

NCollection_Mat4 NCollection_Mat4< Element_t >::Multiplied ( const NCollection_Mat4< Element_t > & theMat ) const

inline

Compute matrix multiplication product.

Parameters

theMat [in] the other matrix.

Returns: result of multiplication.

◆ Multiply() [1/3]

template<typename Element_t >

void NCollection_Mat4< Element_t >::Multiply ( const Element_t theFactor )

inline

Compute per-component multiplication.

Parameters

theFactor [in] the scale factor.

◆ Multiply() [2/3]

template<typename Element_t >

void NCollection_Mat4< Element_t >::Multiply ( const NCollection_Mat4< Element_t > & theMat )

inline

Compute matrix multiplication.

Parameters

theMat [in] the matrix to multiply.

◆ Multiply() [3/3]

template<typename Element_t >

static NCollection_Mat4 NCollection_Mat4< Element_t >::Multiply	(	const NCollection_Mat4< Element_t > &	theMatA,
		const NCollection_Mat4< Element_t > &	theMatB )

inlinestatic

Compute matrix multiplication product: A * B.

Parameters

theMatA	[in] the matrix "A".
theMatB	[in] the matrix "B".

◆ Negated()

template<typename Element_t >

NCollection_Mat4 NCollection_Mat4< Element_t >::Negated ( ) const

inline

Returns matrix with all components negated.

◆ operator!=()

template<typename Element_t >

bool NCollection_Mat4< Element_t >::operator!= ( const NCollection_Mat4< Element_t > & theOther ) const

inline

Check this matrix for non-equality with another matrix (without tolerance!).

◆ operator()() [1/2]

template<typename Element_t >

Element_t & NCollection_Mat4< Element_t >::operator()	(	const size_t	theRow,
		const size_t	theCol )

inline

Return value.

◆ operator()() [2/2]

template<typename Element_t >

Element_t NCollection_Mat4< Element_t >::operator()	(	const size_t	theRow,
		const size_t	theCol ) const

inline

Return value.

◆ operator*() [1/3]

template<typename Element_t >

NCollection_Mat4 NCollection_Mat4< Element_t >::operator* ( const Element_t theFactor ) const

inline

Compute per-element multiplication.

Parameters

theFactor [in] the scale factor.

Returns: the result of multiplication.

◆ operator*() [2/3]

template<typename Element_t >

NCollection_Mat4 NCollection_Mat4< Element_t >::operator* ( const NCollection_Mat4< Element_t > & theMat ) const

inline

Compute matrix multiplication product.

Parameters

theMat [in] the other matrix.

Returns: result of multiplication.

◆ operator*() [3/3]

template<typename Element_t >

NCollection_Vec4< Element_t > NCollection_Mat4< Element_t >::operator* ( const NCollection_Vec4< Element_t > & theVec ) const

inline

Multiply by the vector (M * V).

Parameters

theVec [in] the vector to multiply.

◆ operator*=() [1/2]

template<typename Element_t >

NCollection_Mat4 & NCollection_Mat4< Element_t >::operator*= ( const Element_t theFactor )

inline

Compute per-element multiplication.

Parameters

theFactor [in] the scale factor.

◆ operator*=() [2/2]

template<typename Element_t >

NCollection_Mat4 & NCollection_Mat4< Element_t >::operator*= ( const NCollection_Mat4< Element_t > & theMat )

inline

Multiply by the another matrix.

Parameters

theMat [in] the other matrix.

◆ operator+()

template<typename Element_t >

NCollection_Mat4 NCollection_Mat4< Element_t >::operator+ ( const NCollection_Mat4< Element_t > & theMat ) const

inline

Per-component addition of another matrix.

◆ operator+=()

template<typename Element_t >

NCollection_Mat4 & NCollection_Mat4< Element_t >::operator+= ( const NCollection_Mat4< Element_t > & theMat )

inline

Per-component addition of another matrix.

◆ operator-() [1/2]

template<typename Element_t >

NCollection_Mat4 NCollection_Mat4< Element_t >::operator- ( ) const

inline

Returns matrix with all components negated.

◆ operator-() [2/2]

template<typename Element_t >

NCollection_Mat4 NCollection_Mat4< Element_t >::operator- ( const NCollection_Mat4< Element_t > & theMat ) const

inline

Per-component subtraction of another matrix.

◆ operator-=()

template<typename Element_t >

NCollection_Mat4 & NCollection_Mat4< Element_t >::operator-= ( const NCollection_Mat4< Element_t > & theMat )

inline

Per-component subtraction of another matrix.

◆ operator/()

template<typename Element_t >

NCollection_Mat4 NCollection_Mat4< Element_t >::operator/ ( const Element_t theScalar ) const

inline

Divides all the coefficients of the matrix by scalar.

◆ operator/=()

template<typename Element_t >

NCollection_Mat4 & NCollection_Mat4< Element_t >::operator/= ( const Element_t theScalar )

inline

Per-component division.

Parameters

theScalar [in] the scale factor.

◆ operator==()

template<typename Element_t >

bool NCollection_Mat4< Element_t >::operator== ( const NCollection_Mat4< Element_t > & theOther ) const

inline

Check this matrix for equality with another matrix (without tolerance!).

◆ Rows()

template<typename Element_t >

static size_t NCollection_Mat4< Element_t >::Rows ( )

inlinestatic

Get number of rows.

Returns: number of rows.

◆ SetColumn() [1/2]

template<typename Element_t >

void NCollection_Mat4< Element_t >::SetColumn	(	const size_t	theCol,
		const NCollection_Vec3< Element_t > &	theVec )

inline

Change first 3 column values by the passed vector.

Parameters

theCol	[in] the column to change.
theVec	[in] the vector of values.

◆ SetColumn() [2/2]

template<typename Element_t >

void NCollection_Mat4< Element_t >::SetColumn	(	const size_t	theCol,
		const NCollection_Vec4< Element_t > &	theVec )

inline

Set column values by the passed 4 element vector.

Parameters

theCol	[in] the column to change.
theVec	[in] the vector of values.

◆ SetDiagonal() [1/2]

template<typename Element_t >

void NCollection_Mat4< Element_t >::SetDiagonal ( const NCollection_Vec3< Element_t > & theVec )

inline

Change first 3 elements of the diagonal matrix.

Parameters

theVec the vector of values.

◆ SetDiagonal() [2/2]

template<typename Element_t >

void NCollection_Mat4< Element_t >::SetDiagonal ( const NCollection_Vec4< Element_t > & theVec )

inline

Set diagonal elements of the matrix by the passed vector.

Parameters

theVec [in] the vector of values.

◆ SetRow() [1/2]

template<typename Element_t >

void NCollection_Mat4< Element_t >::SetRow	(	const size_t	theRow,
		const NCollection_Vec3< Element_t > &	theVec )

inline

Change first 3 row values by the passed vector.

Parameters

theRow	[in] the row to change.
theVec	[in] the vector of values.

◆ SetRow() [2/2]

template<typename Element_t >

void NCollection_Mat4< Element_t >::SetRow	(	const size_t	theRow,
		const NCollection_Vec4< Element_t > &	theVec )

inline

Set row values by the passed 4 element vector.

Parameters

theRow	[in] the row to change.
theVec	[in] the vector of values.

◆ SetValue()

template<typename Element_t >

void NCollection_Mat4< Element_t >::SetValue	(	const size_t	theRow,
		const size_t	theCol,
		const Element_t	theValue )

inline

Set value for the element specified by row and columns.

Parameters

theRow	[in] the row to change.
theCol	[in] the column to change.
theValue	[in] the value to set.

◆ Subtract()

template<typename Element_t >

void NCollection_Mat4< Element_t >::Subtract ( const NCollection_Mat4< Element_t > & theMat )

inline

Per-component subtraction of another matrix.

◆ Subtracted()

template<typename Element_t >

NCollection_Mat4 NCollection_Mat4< Element_t >::Subtracted ( const NCollection_Mat4< Element_t > & theMat ) const

inline

Per-component subtraction of another matrix.

◆ Translate()

template<typename Element_t >

void NCollection_Mat4< Element_t >::Translate ( const NCollection_Vec3< Element_t > & theVec )

inline

Translate the matrix on the passed vector.

Parameters

theVec [in] the translation vector.

◆ Transpose()

template<typename Element_t >

void NCollection_Mat4< Element_t >::Transpose ( )

inline

Transpose the matrix.

◆ Transposed()

template<typename Element_t >

NCollection_Mat4 NCollection_Mat4< Element_t >::Transposed ( ) const

inline

Transpose the matrix.

Returns: transposed copy of the matrix.

◆ Zero()

template<typename Element_t >

static NCollection_Mat4 NCollection_Mat4< Element_t >::Zero ( )

inlinestatic

Return zero matrix.

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

NCollection_Mat4.hxx

Public Member Functions

Static Public Member Functions

Detailed Description

Constructor & Destructor Documentation

◆ NCollection_Mat4() [1/2]

◆ NCollection_Mat4() [2/2]

Member Function Documentation

◆ Add()

◆ Added()

◆ Adjoint()

◆ ChangeData()

◆ ChangeValue()

◆ Cols()

◆ Convert()

◆ ConvertFrom()

◆ DeterminantMat3()

◆ Divide()

◆ Divided()

◆ DumpJson()

◆ GetColumn()

◆ GetData()

◆ GetDiagonal()

◆ GetMat3()

◆ GetRow()

◆ GetValue()

◆ Identity()

◆ InitIdentity()

◆ InitZero()

◆ Inverted() [1/3]

◆ Inverted() [2/3]

◆ Inverted() [3/3]

◆ IsEqual()

◆ IsIdentity()

◆ IsZero()

◆ Map() [1/2]

◆ Map() [2/2]

◆ Multiplied() [1/2]

◆ Multiplied() [2/2]

◆ Multiply() [1/3]

◆ Multiply() [2/3]

◆ Multiply() [3/3]

◆ Negated()

◆ operator!=()

◆ operator()() [1/2]

◆ operator()() [2/2]

◆ operator*() [1/3]

◆ operator*() [2/3]

◆ operator*() [3/3]

◆ operator*=() [1/2]

◆ operator*=() [2/2]

◆ operator+()

◆ operator+=()

◆ operator-() [1/2]

◆ operator-() [2/2]

◆ operator-=()

◆ operator/()

◆ operator/=()

◆ operator==()

◆ Rows()

◆ SetColumn() [1/2]

◆ SetColumn() [2/2]

◆ SetDiagonal() [1/2]

◆ SetDiagonal() [2/2]

◆ SetRow() [1/2]

◆ SetRow() [2/2]

◆ SetValue()

◆ Subtract()

◆ Subtracted()

◆ Translate()

◆ Transpose()

◆ Transposed()

◆ Zero()