#include <Matrix.h>

Inheritance diagram for UE::Math::TMatrix< T >:

Collaboration diagram for UE::Math::TMatrix< T >:

Public Types
using	FReal = T

Public Member Functions
FORCEINLINE void	DiagnosticCheckNaN () const

FORCEINLINE	TMatrix ()

FORCEINLINE	TMatrix (EForceInit)

FORCEINLINE	TMatrix (const TPlane< T > &InX, const TPlane< T > &InY, const TPlane< T > &InZ, const TPlane< T > &InW)

FORCEINLINE	TMatrix (const TVector< T > &InX, const TVector< T > &InY, const TVector< T > &InZ, const TVector< T > &InW)

void	SetIdentity ()

FORCEINLINE TMatrix< T >	operator* (const TMatrix< T > &Other) const

FORCEINLINE void	operator*= (const TMatrix< T > &Other)

FORCEINLINE TMatrix< T >	operator+ (const TMatrix< T > &Other) const

FORCEINLINE void	operator+= (const TMatrix< T > &Other)

FORCEINLINE TMatrix< T >	operator* (T Other) const

FORCEINLINE void	operator*= (T Other)

bool	operator== (const TMatrix< T > &Other) const

bool	Equals (const TMatrix< T > &Other, T Tolerance=UE_KINDA_SMALL_NUMBER) const

bool	operator!= (const TMatrix< T > &Other) const

FORCEINLINE TVector4< T >	TransformFVector4 (const TVector4< T > &V) const

FORCEINLINE TVector4< T >	TransformPosition (const TVector< T > &V) const

FORCEINLINE TVector< T >	InverseTransformPosition (const TVector< T > &V) const

FORCEINLINE TVector4< T >	TransformVector (const TVector< T > &V) const

FORCEINLINE TVector< T >	InverseTransformVector (const TVector< T > &V) const

FORCEINLINE TMatrix< T >	GetTransposed () const

T	Determinant () const

T	RotDeterminant () const

TMatrix< T >	InverseFast () const

TMatrix< T >	Inverse () const

TMatrix< T >	TransposeAdjoint () const

void	RemoveScaling (T Tolerance=UE_SMALL_NUMBER)

TMatrix< T >	GetMatrixWithoutScale (T Tolerance=UE_SMALL_NUMBER) const

TVector< T >	ExtractScaling (T Tolerance=UE_SMALL_NUMBER)

TVector< T >	GetScaleVector (T Tolerance=UE_SMALL_NUMBER) const

TMatrix< T >	RemoveTranslation () const

TMatrix< T >	ConcatTranslation (const TVector< T > &Translation) const

bool	ContainsNaN () const

void	ScaleTranslation (const TVector< T > &Scale3D)

T	GetMinimumAxisScale () const

T	GetMaximumAxisScale () const

TMatrix< T >	ApplyScale (T Scale) const

TVector< T >	GetOrigin () const

TVector< T >	GetScaledAxis (EAxis::Type Axis) const

void	GetScaledAxes (TVector< T > &X, TVector< T > &Y, TVector< T > &Z) const

TVector< T >	GetUnitAxis (EAxis::Type Axis) const

void	GetUnitAxes (TVector< T > &X, TVector< T > &Y, TVector< T > &Z) const

void	SetAxis (int32 i, const TVector< T > &Axis)

void	SetOrigin (const TVector< T > &NewOrigin)

void	SetAxes (const TVector< T > Axis0=NULL, const TVector< T > Axis1=NULL, const TVector< T > Axis2=NULL, const TVector< T > Origin=NULL)

TVector< T >	GetColumn (int32 i) const

void	SetColumn (int32 i, TVector< T > Value)

UE::Math::TRotator< T >	Rotator () const

UE::Math::TQuat< T >	ToQuat () const

FORCEINLINE bool	GetFrustumNearPlane (TPlane< T > &OuTPln) const

FORCEINLINE bool	GetFrustumFarPlane (TPlane< T > &OuTPln) const

FORCEINLINE bool	GetFrustumLeftPlane (TPlane< T > &OuTPln) const

FORCEINLINE bool	GetFrustumRightPlane (TPlane< T > &OuTPln) const

FORCEINLINE bool	GetFrustumTopPlane (TPlane< T > &OuTPln) const

FORCEINLINE bool	GetFrustumBottomPlane (TPlane< T > &OuTPln) const

void	Mirror (EAxis::Type MirrorAxis, EAxis::Type FlipAxis)

FString	ToString () const

void	DebugPrint () const

uint32	ComputeHash () const

bool	Serialize (FArchive &Ar)

bool	SerializeFromMismatchedTag (FName StructTag, FArchive &Ar)

void	To3x4MatrixTranspose (T *Out) const

template<typename FArg , TEMPLATE_REQUIRES(!std::is_same_v< T, FArg >) >
	TMatrix (const TMatrix< FArg > &From)

Public Attributes
T	M [4][4]

Static Public Attributes
static const TMatrix	Identity

Static Private Member Functions
static void	ErrorEnsure (const TCHAR *Message)

Detailed Description

template<typename T>
struct UE::Math::TMatrix< T >

Definition at line 39 of file Matrix.h.

Member Typedef Documentation

◆ FReal

template<typename T >

using UE::Math::TMatrix< T >::FReal = T

Definition at line 44 of file Matrix.h.

Constructor & Destructor Documentation

◆ TMatrix() [1/5]

template<typename T >

FORCEINLINE UE::Math::TMatrix< T >::TMatrix ( )

TMatrix inline functions.

Definition at line 27 of file Matrix.inl.

◆ TMatrix() [2/5]

template<typename T >

FORCEINLINE UE::Math::TMatrix< T >::TMatrix ( EForceInit )

inlineexplicit

Constructor.

Parameters

EForceInit Force Init Enum.

Definition at line 74 of file Matrix.h.

◆ TMatrix() [3/5]

template<typename T >

FORCEINLINE UE::Math::TMatrix< T >::TMatrix	(	const TPlane< T > &	InX,
		const TPlane< T > &	InY,
		const TPlane< T > &	InZ,
		const TPlane< T > &	InW )

Constructor.

Parameters

InX	X plane
InY	Y plane
InZ	Z plane
InW	W plane

Definition at line 32 of file Matrix.inl.

◆ TMatrix() [4/5]

template<typename T >

FORCEINLINE UE::Math::TMatrix< T >::TMatrix	(	const TVector< T > &	InX,
		const TVector< T > &	InY,
		const TVector< T > &	InZ,
		const TVector< T > &	InW )

Constructor.

Parameters

InX	X vector
InY	Y vector
InZ	Z vector
InW	W vector

Definition at line 42 of file Matrix.inl.

◆ TMatrix() [5/5]

template<typename T >

template<typename FArg , TEMPLATE_REQUIRES(!std::is_same_v< T, FArg >) >

UE::Math::TMatrix< T >::TMatrix ( const TMatrix< FArg > & From )

inlineexplicit

Definition at line 431 of file Matrix.h.

Member Function Documentation

◆ ApplyScale()

template<typename T >

TMatrix< T > UE::Math::TMatrix< T >::ApplyScale ( T Scale ) const

inline

Apply Scale to this matrix

Definition at line 846 of file Matrix.inl.

◆ ComputeHash()

template<typename T >

uint32 UE::Math::TMatrix< T >::ComputeHash ( ) const

inline

For debugging purpose, could be changed

Definition at line 379 of file Matrix.h.

◆ ConcatTranslation()

template<typename T >

FORCEINLINE TMatrix< T > UE::Math::TMatrix< T >::ConcatTranslation ( const TVector< T > & Translation ) const

inline

Returns a matrix with an additional translation concatenated.

Definition at line 504 of file Matrix.inl.

◆ ContainsNaN()

template<typename T >

bool UE::Math::TMatrix< T >::ContainsNaN ( ) const

inline

Returns true if any element of this matrix is NaN

Returns true if any element of this matrix is not finite

Definition at line 535 of file Matrix.inl.

◆ DebugPrint()

template<typename T >

void UE::Math::TMatrix< T >::DebugPrint ( ) const

inline

Output ToString

Definition at line 373 of file Matrix.h.

◆ Determinant()

template<typename T >

T UE::Math::TMatrix< T >::Determinant ( ) const

inline

Definition at line 256 of file Matrix.inl.

◆ DiagnosticCheckNaN()

template<typename T >

FORCEINLINE void UE::Math::TMatrix< T >::DiagnosticCheckNaN ( ) const

inline

Definition at line 62 of file Matrix.h.

◆ Equals()

template<typename T >

bool UE::Math::TMatrix< T >::Equals	(	const TMatrix< T > &	Other,
		T	Tolerance = UE_KINDA_SMALL_NUMBER ) const

inline

Checks whether another Matrix is equal to this, within specified tolerance.

Parameters

Other	The other Matrix.
Tolerance	Error Tolerance.

Returns: true if two Matrix are equal, within specified tolerance, otherwise false.

Definition at line 149 of file Matrix.inl.

◆ ErrorEnsure()

template<typename T >

static void UE::Math::TMatrix< T >::ErrorEnsure ( const TCHAR * Message )

inlinestaticprivate

Output an error message and trigger an ensure

Definition at line 446 of file Matrix.h.

◆ ExtractScaling()

template<typename T >

TVector< T > UE::Math::TMatrix< T >::ExtractScaling ( T Tolerance = UE_SMALL_NUMBER )

inline

Remove any scaling from this matrix (ie magnitude of each row is 1) and return the 3D scale vector that was initially present with error Tolerance

Remove any scaling from this matrix (ie magnitude of each row is 1) and return the 3D scale vector that was initially present.

Definition at line 416 of file Matrix.inl.

◆ GetColumn()

template<typename T >

TVector< T > UE::Math::TMatrix< T >::GetColumn ( int32 i ) const

inline

get a column of this matrix

Parameters

i	index into the column of the matrix

Returns: vector of the column

Definition at line 688 of file Matrix.inl.

◆ GetFrustumBottomPlane()

template<typename T >

FORCEINLINE bool UE::Math::TMatrix< T >::GetFrustumBottomPlane ( TPlane< T > & OuTPln ) const

Parameters

OuTPln the bottom plane of the Frustum of this matrix

Definition at line 779 of file Matrix.inl.

◆ GetFrustumFarPlane()

template<typename T >

FORCEINLINE bool UE::Math::TMatrix< T >::GetFrustumFarPlane ( TPlane< T > & OuTPln ) const

Parameters

OuTPln the far plane of the Frustum of this matrix

Definition at line 731 of file Matrix.inl.

◆ GetFrustumLeftPlane()

template<typename T >

FORCEINLINE bool UE::Math::TMatrix< T >::GetFrustumLeftPlane ( TPlane< T > & OuTPln ) const

Parameters

OuTPln the left plane of the Frustum of this matrix

Definition at line 743 of file Matrix.inl.

◆ GetFrustumNearPlane()

template<typename T >

FORCEINLINE bool UE::Math::TMatrix< T >::GetFrustumNearPlane ( TPlane< T > & OuTPln ) const

Parameters

OuTPln the near plane of the Frustum of this matrix

Definition at line 719 of file Matrix.inl.

◆ GetFrustumRightPlane()

template<typename T >

FORCEINLINE bool UE::Math::TMatrix< T >::GetFrustumRightPlane ( TPlane< T > & OuTPln ) const

Parameters

OuTPln the right plane of the Frustum of this matrix

Definition at line 755 of file Matrix.inl.

◆ GetFrustumTopPlane()

template<typename T >

FORCEINLINE bool UE::Math::TMatrix< T >::GetFrustumTopPlane ( TPlane< T > & OuTPln ) const

Parameters

OuTPln the top plane of the Frustum of this matrix

Definition at line 767 of file Matrix.inl.

◆ GetMatrixWithoutScale()

template<typename T >

TMatrix< T > UE::Math::TMatrix< T >::GetMatrixWithoutScale ( T Tolerance = UE_SMALL_NUMBER ) const

inline

Definition at line 407 of file Matrix.inl.

◆ GetMaximumAxisScale()

template<typename T >

T UE::Math::TMatrix< T >::GetMaximumAxisScale ( ) const

inline

Returns: the maximum magnitude of any row of the matrix.

Definition at line 567 of file Matrix.inl.

◆ GetMinimumAxisScale()

template<typename T >

T UE::Math::TMatrix< T >::GetMinimumAxisScale ( ) const

inline

Returns: the minimum magnitude of any row of the matrix.

Definition at line 553 of file Matrix.inl.

◆ GetOrigin()

template<typename T >

TVector< T > UE::Math::TMatrix< T >::GetOrigin ( ) const

inline

Definition at line 590 of file Matrix.inl.

◆ GetScaledAxes()

template<typename T >

void UE::Math::TMatrix< T >::GetScaledAxes	(	TVector< T > &	X,
		TVector< T > &	Y,
		TVector< T > &	Z ) const

inline

get axes of this matrix scaled by the scale of the matrix

Parameters

X	axes returned to this param
Y	axes returned to this param
Z	axes returned to this param

Definition at line 616 of file Matrix.inl.

◆ GetScaledAxis()

template<typename T >

TVector< T > UE::Math::TMatrix< T >::GetScaledAxis ( EAxis::Type Axis ) const

inline

get axis of this matrix scaled by the scale of the matrix

Parameters

i	index into the axis of the matrix @ return vector of the axis

Definition at line 596 of file Matrix.inl.

◆ GetScaleVector()

template<typename T >

TVector< T > UE::Math::TMatrix< T >::GetScaleVector ( T Tolerance = UE_SMALL_NUMBER ) const

inline

return a 3D scale vector calculated from this matrix (where each component is the magnitude of a row vector) with error Tolerance.

return a 3D scale vector calculated from this matrix (where each component is the magnitude of a row vector).

Definition at line 472 of file Matrix.inl.

◆ GetTransposed()

template<typename T >

FORCEINLINE TMatrix< T > UE::Math::TMatrix< T >::GetTransposed ( ) const

Definition at line 226 of file Matrix.inl.

◆ GetUnitAxes()

template<typename T >

void UE::Math::TMatrix< T >::GetUnitAxes	(	TVector< T > &	X,
		TVector< T > &	Y,
		TVector< T > &	Z ) const

inline

get unit length axes of this matrix

Parameters

X	axes returned to this param
Y	axes returned to this param
Z	axes returned to this param

Definition at line 630 of file Matrix.inl.

◆ GetUnitAxis()

template<typename T >

TVector< T > UE::Math::TMatrix< T >::GetUnitAxis ( EAxis::Type Axis ) const

inline

get unit length axis of this matrix

Parameters

i	index into the axis of the matrix

Returns: vector of the axis

Definition at line 624 of file Matrix.inl.

◆ Inverse()

template<typename T >

TMatrix< T > UE::Math::TMatrix< T >::Inverse ( ) const

inline

Fast path, and handles nil matrices.

Definition at line 322 of file Matrix.inl.

◆ InverseFast()

template<typename T >

TMatrix< T > UE::Math::TMatrix< T >::InverseFast ( ) const

inline

Fast path, doesn't check for nil matrices in final release builds

Definition at line 293 of file Matrix.inl.

◆ InverseTransformPosition()

template<typename T >

FORCEINLINE TVector< T > UE::Math::TMatrix< T >::InverseTransformPosition ( const TVector< T > & V ) const

Inverts the matrix and then transforms V - correctly handles scaling in this matrix.

Definition at line 196 of file Matrix.inl.

◆ InverseTransformVector()

template<typename T >

FORCEINLINE TVector< T > UE::Math::TMatrix< T >::InverseTransformVector ( const TVector< T > & V ) const

Transform a direction vector by the inverse of this matrix - will not take into account translation part. If you want to transform a surface normal (or plane) and correctly account for non-uniform scaling you should use TransformByUsingAdjointT with adjoint of matrix inverse.

Faster version of InverseTransformVector that assumes no scaling. WARNING: Will NOT work correctly if there is scaling in the matrix.

Definition at line 216 of file Matrix.inl.

◆ Mirror()

template<typename T >

void UE::Math::TMatrix< T >::Mirror	(	EAxis::Type	MirrorAxis,
		EAxis::Type	FlipAxis )

inline

Utility for mirroring this transform across a certain plane, and flipping one of the axis as well.

Definition at line 795 of file Matrix.inl.

◆ operator!=()

template<typename T >

bool UE::Math::TMatrix< T >::operator!= ( const TMatrix< T > & Other ) const

inline

Checks whether another Matrix is not equal to this, within specified tolerance.

Parameters

Other The other Matrix.

Returns: true if two Matrix are not equal, within specified tolerance, otherwise false.

Definition at line 166 of file Matrix.inl.

◆ operator*() [1/2]

template<typename T >

FORCEINLINE TMatrix< T > UE::Math::TMatrix< T >::operator* ( const TMatrix< T > & Other ) const

Gets the result of multiplying a Matrix to this.

Parameters

Other The matrix to multiply this by.

Returns: The result of multiplication.

Definition at line 71 of file Matrix.inl.

◆ operator*() [2/2]

template<typename T >

FORCEINLINE TMatrix< T > UE::Math::TMatrix< T >::operator* ( T Other ) const

This isn't applying SCALE, just multiplying the value to all members - i.e. weighting

Definition at line 105 of file Matrix.inl.

◆ operator*=() [1/2]

template<typename T >

FORCEINLINE void UE::Math::TMatrix< T >::operator*= ( const TMatrix< T > & Other )

Multiply this by a matrix.

Parameters

Other the matrix to multiply by this.

Returns: reference to this after multiply.

Definition at line 63 of file Matrix.inl.

◆ operator*=() [2/2]

template<typename T >

FORCEINLINE void UE::Math::TMatrix< T >::operator*= ( T Other )

Multiply this matrix by a weighting factor.

Parameters

other The weight.

Returns: a reference to this after weighting.

Definition at line 122 of file Matrix.inl.

◆ operator+()

template<typename T >

FORCEINLINE TMatrix< T > UE::Math::TMatrix< T >::operator+ ( const TMatrix< T > & Other ) const

Gets the result of adding a matrix to this.

Parameters

Other The Matrix to add.

Returns: The result of addition.

Definition at line 81 of file Matrix.inl.

◆ operator+=()

template<typename T >

FORCEINLINE void UE::Math::TMatrix< T >::operator+= ( const TMatrix< T > & Other )

Adds to this matrix.

Parameters

Other The matrix to add to this.

Returns: Reference to this after addition.

Definition at line 98 of file Matrix.inl.

◆ operator==()

template<typename T >

bool UE::Math::TMatrix< T >::operator== ( const TMatrix< T > & Other ) const

inline

Checks whether two matrix are identical.

Parameters

Other The other matrix.

Returns: true if two matrix are identical, otherwise false.

Definition at line 131 of file Matrix.inl.

◆ RemoveScaling()

template<typename T >

void UE::Math::TMatrix< T >::RemoveScaling ( T Tolerance = UE_SMALL_NUMBER )

inline

Definition at line 384 of file Matrix.inl.

◆ RemoveTranslation()

template<typename T >

TMatrix< T > UE::Math::TMatrix< T >::RemoveTranslation ( ) const

inline

Definition at line 494 of file Matrix.inl.

◆ Rotator()

template<typename T >

UE::Math::TRotator< T > UE::Math::TMatrix< T >::Rotator ( ) const

Returns: rotator representation of this matrix

◆ RotDeterminant()

template<typename T >

T UE::Math::TMatrix< T >::RotDeterminant ( ) const

inline

Returns: the determinant of rotation 3x3 matrix

Calculate determinant of rotation 3x3 matrix

Definition at line 282 of file Matrix.inl.

◆ ScaleTranslation()

template<typename T >

void UE::Math::TMatrix< T >::ScaleTranslation ( const TVector< T > & Scale3D )

inline

Scale the translation part of the matrix by the supplied vector.

Definition at line 580 of file Matrix.inl.

◆ Serialize()

template<typename T >

bool UE::Math::TMatrix< T >::Serialize ( FArchive & Ar )

inline

Definition at line 393 of file Matrix.h.

◆ SerializeFromMismatchedTag()

bool FMatrix44d::SerializeFromMismatchedTag	(	FName	StructTag,
		FArchive &	Ar )

inline

Definition at line 938 of file Matrix.inl.

◆ SetAxes()

template<typename T >

void UE::Math::TMatrix< T >::SetAxes	(	const TVector< T > *	Axis0 = NULL,
		const TVector< T > *	Axis1 = NULL,
		const TVector< T > *	Axis2 = NULL,
		const TVector< T > *	Origin = NULL )

inline

Update the axes of the matrix if any value is NULL do not update that axis

Parameters

Axis0	set matrix row 0
Axis1	set matrix row 1
Axis2	set matrix row 2
Origin	set matrix row 3

Definition at line 658 of file Matrix.inl.

◆ SetAxis()

template<typename T >

void UE::Math::TMatrix< T >::SetAxis	(	int32	i,
		const TVector< T > &	Axis )

inline

set an axis of this matrix

Parameters

i	index into the axis of the matrix
Axis	vector of the axis

Definition at line 639 of file Matrix.inl.

◆ SetColumn()

template<typename T >

void UE::Math::TMatrix< T >::SetColumn	(	int32	i,
		TVector< T >	Value )

inline

Set a column of this matrix

Parameters

i	index of the matrix column
Value	new value of the column

Definition at line 695 of file Matrix.inl.

◆ SetIdentity()

template<typename T >

void UE::Math::TMatrix< T >::SetIdentity ( )

inline

Definition at line 53 of file Matrix.inl.

◆ SetOrigin()

template<typename T >

void UE::Math::TMatrix< T >::SetOrigin ( const TVector< T > & NewOrigin )

inline

Definition at line 649 of file Matrix.inl.

◆ To3x4MatrixTranspose()

template<typename T >

void UE::Math::TMatrix< T >::To3x4MatrixTranspose ( T * Out ) const

inline

Convert this Atom to the 3x4 transpose of the transformation matrix.

Definition at line 408 of file Matrix.h.

◆ ToQuat()

FQuat4d FMatrix44d::ToQuat ( ) const

Transform a rotation matrix into a quaternion.

Warning: rotation part will need to be unit length for this to be right!

◆ ToString()

template<typename T >

FString UE::Math::TMatrix< T >::ToString ( ) const

inline

Get a textual representation of the vector.

Returns: Text describing the vector.

Definition at line 360 of file Matrix.h.

◆ TransformFVector4()

template<typename T >

FORCEINLINE TVector4< T > UE::Math::TMatrix< T >::TransformFVector4 ( const TVector4< T > & V ) const

Definition at line 175 of file Matrix.inl.

◆ TransformPosition()

template<typename T >

FORCEINLINE TVector4< T > UE::Math::TMatrix< T >::TransformPosition ( const TVector< T > & V ) const

Transform a location - will take into account translation part of the TMatrix<T>.

Definition at line 189 of file Matrix.inl.

◆ TransformVector()

template<typename T >

FORCEINLINE TVector4< T > UE::Math::TMatrix< T >::TransformVector ( const TVector< T > & V ) const

Transform a direction vector - will not take into account translation part of the TMatrix<T>. If you want to transform a surface normal (or plane) and correctly account for non-uniform scaling you should use TransformByUsingAdjointT.

Definition at line 209 of file Matrix.inl.

◆ TransposeAdjoint()

template<typename T >

TMatrix< T > UE::Math::TMatrix< T >::TransposeAdjoint ( ) const

inline

Definition at line 353 of file Matrix.inl.

Member Data Documentation

◆ Identity

template<typename T >

const TMatrix UE::Math::TMatrix< T >::Identity

static

Definition at line 49 of file Matrix.h.

◆ M

template<typename T >

T UE::Math::TMatrix< T >::M[4][4]

Definition at line 46 of file Matrix.h.

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

C:/Users/lachl/Downloads/ArkServerAPI_NEW/ASA/AsaApi/AsaApi/Core/Public/API/UE/Math/MathFwd.h
C:/Users/lachl/Downloads/ArkServerAPI_NEW/ASA/AsaApi/AsaApi/Core/Public/API/UE/Math/Matrix.h
C:/Users/lachl/Downloads/ArkServerAPI_NEW/ASA/AsaApi/AsaApi/Core/Public/API/UE/Math/Matrix.inl

Public Types

Public Member Functions

Public Attributes

Static Public Attributes

Static Private Member Functions

Detailed Description

Member Typedef Documentation

◆ FReal

Constructor & Destructor Documentation

◆ TMatrix() [1/5]

◆ TMatrix() [2/5]

◆ TMatrix() [3/5]

◆ TMatrix() [4/5]

◆ TMatrix() [5/5]

Member Function Documentation

◆ ApplyScale()

◆ ComputeHash()

◆ ConcatTranslation()

◆ ContainsNaN()

◆ DebugPrint()

◆ Determinant()

◆ DiagnosticCheckNaN()

◆ Equals()

◆ ErrorEnsure()

◆ ExtractScaling()

◆ GetColumn()

◆ GetFrustumBottomPlane()

◆ GetFrustumFarPlane()

◆ GetFrustumLeftPlane()

◆ GetFrustumNearPlane()

◆ GetFrustumRightPlane()

◆ GetFrustumTopPlane()

◆ GetMatrixWithoutScale()

◆ GetMaximumAxisScale()

◆ GetMinimumAxisScale()

◆ GetOrigin()

◆ GetScaledAxes()

◆ GetScaledAxis()

◆ GetScaleVector()

◆ GetTransposed()

◆ GetUnitAxes()

◆ GetUnitAxis()

◆ Inverse()

◆ InverseFast()

◆ InverseTransformPosition()

◆ InverseTransformVector()

◆ Mirror()

◆ operator!=()

◆ operator*() [1/2]

◆ operator*() [2/2]

◆ operator*=() [1/2]

◆ operator*=() [2/2]

◆ operator+()

◆ operator+=()

◆ operator==()

◆ RemoveScaling()

◆ RemoveTranslation()

◆ Rotator()

◆ RotDeterminant()

◆ ScaleTranslation()

◆ Serialize()

◆ SerializeFromMismatchedTag()

◆ SetAxes()

◆ SetAxis()

◆ SetColumn()

◆ SetIdentity()

◆ SetOrigin()

◆ To3x4MatrixTranspose()

◆ ToQuat()

◆ ToString()

◆ TransformFVector4()

◆ TransformPosition()

◆ TransformVector()

◆ TransposeAdjoint()

Member Data Documentation

◆ Identity

◆ M