FMatrix4x4

Description

A standard 4x4 transformation matrix.

Static Properties	Description	Matrix4x4	FMatrix4x4
identity	Returns the identity matrix (Read Only).
zero	Returns a matrix with all elements set to zero (Read Only).

Properties	Description	Matrix4x4	FMatrix4x4
decomposeProjection	This property takes a projection matrix and returns the six plane coordinates that define a projection frustum.
determinant	The determinant of the matrix. (Read Only)
inverse	The inverse of this matrix. (Read Only)
isIdentity	Checks whether this is an identity matrix. (Read Only)
lossyScale	Attempts to get a scale value from the matrix. (Read Only)
rotation	Attempts to get a rotation quaternion from this matrix.
this[int,int]	Access element at [row, column].
transpose	Returns the transpose of this matrix (Read Only).

Public Methods	Description	Matrix4x4	FMatrix4x4
GetColumn	Get a column of the matrix.
GetRow	Returns a row of the matrix.
MultiplyPoint	Transforms a position by this matrix (generic).
MultiplyPoint3x4	Transforms a position by this matrix (fast).
MultiplyVector	Transforms a direction by this matrix.
SetColumn	Sets a column of the matrix.
SetRow	Sets a row of the matrix.
SetTRS	Sets this matrix to a translation, rotation and scaling matrix.
ToString	Returns a formatted string for this matrix.
TransformPlane	Returns a plane that is transformed in space.
ValidTRS	Checks if this matrix is a valid transform matrix.

Static Methods	Description	Matrix4x4	FMatrix4x4
Frustum	This function returns a projection matrix with viewing frustum that has a near plane defined by the coordinates that were passed in.
Inverse3DAffine	Computes the inverse of a 3D affine matrix.
LookAt	Create a "look at" matrix.
Ortho	Create an orthogonal projection matrix.
Perspective	Create a perspective projection matrix.
Rotate	Creates a rotation matrix.
Scale	Creates a scaling matrix.
Translate	Creates a translation matrix.
TRS	Creates a translation, rotation and scaling matrix.

Operators	Description	Matrix4x4	FMatrix4x4
operator *	Multiplies two matrices.