The Matrix3x3 type exposes the following members.
Methods
| Name | Description | |
|---|---|---|
  | Add | Overloaded. |
| Adjugate |
Calculate adjugate of the matrix, adj(A).
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| CreateDiagonal |
Creates a diagonal matrix using the specified vector as diagonal elements.
|
| CreateFromColumns |
Creates a matrix from 3 columns specified as vectors.
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| CreateFromRows |
Creates a matrix from 3 rows specified as vectors.
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| CreateFromYawPitchRoll |
Creates rotation matrix to rotate an object around X, Y and Z axes.
|
| CreateRotationX |
Creates rotation matrix around X axis.
|
| CreateRotationY |
Creates rotation matrix around Y axis.
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| CreateRotationZ |
Creates rotation matrix around Z axis.
|
| Equals | Overloaded. |
| ExtractYawPitchRoll |
Extract rotation angles from the rotation matrix.
|
| GetColumn |
Get column of the matrix.
|
| GetHashCode |
Returns the hashcode for this instance.
(Overrides ValueType..::.GetHashCode()()().) |
| GetRow |
Get row of the matrix.
|
| Inverse |
Calculate inverse of the matrix, A-1.
|
| Multiply | Overloaded. |
| MultiplySelfByTranspose |
Multiply the matrix by its transposition, A*AT.
|
| MultiplyTransposeBySelf |
Multiply transposition of this matrix by itself, AT*A.
|
| PseudoInverse |
Calculate pseudo inverse of the matrix, A+.
|
| Subtract |
Subtracts corresponding components of two matrices.
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| SVD |
Calculate Singular Value Decomposition (SVD) of the matrix, such as A=U*E*VT.
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| ToArray |
Returns array representation of the matrix.
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| Transpose |
Transpose the matrix, AT.
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Operators
| Name | Description | |
|---|---|---|
 | Addition | Overloaded. |
| Equality |
Tests whether two specified matrices are equal.
|
| Inequality |
Tests whether two specified matrices are not equal.
|
| Multiply | Overloaded. |
| Subtraction |
Subtracts corresponding components of two matrices.
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