JavaScript is disabled on your browser.
Matrix Inversion using Cramer's Method Computes Adjoint matrix divided by
determinant Code modified from
http://www.intel.com/design/pentiumiii/sml/24504301.pdf
Matrix-Matrix Right-multiplication.
In-place matrix-scalar multiplication.
Applies rotation about arbitrary axis to matrix
Applies rotation about X to this matrix.
Applies rotation about Y to this matrix.
Matrix4x4. scale (double scale)
Matrix4x4. scale (double scaleX,
double scaleY,
double scaleZ)
Matrix4x4. scaleSelf (double scaleX,
double scaleY,
double scaleZ)
Matrix4x4. set (double a,
double b,
double c,
double d,
double e,
double f,
double g,
double h,
double i,
double j,
double k,
double l,
double m,
double n,
double o,
double p)
Matrix4x4. setFrustum (double left,
double right,
double top,
double bottom,
double near,
double far)
Matrix4x4. setOrtho (double left,
double right,
double top,
double bottom,
double near,
double far)
Matrix4x4. setPerspective (double fov,
double aspect,
double near,
double far)
Matrix4x4. setScale (double scaleX,
double scaleY,
double scaleZ)
Converts the quat to a 4x4 rotation matrix (in row-major format).
Matrix4x4. translate (double dx,
double dy,
double dz)
Converts the matrix (in-place) between column-major to row-major order
(and vice versa).
Applies the given transformation matrix to all points in the cloud.
Creates a quaternion from a rotation matrix.
Matrix-Matrix Right-multiplication.
Applies the given matrix transform to all mesh vertices and updates all
face normals.
Applies the given matrix transform to all mesh vertices.
Applies the given matrix transform to all mesh vertices and updates all
face normals.
Applies the given matrix transform to all mesh vertices.
Quaternion.toMatrix4x4()
instead