The Matrix type exposes the following members.

Methods

	Name	Description
	Add	In place addition of m to this Matrix.
	ArrayDivide(Matrix)	In place element-by-element right division, A ./= B.
	ArrayDivide(Matrix, Matrix)	Element-by-element right division, C = A./B.
	ArrayMultiply(Matrix)	In place element-by-element multiplication.
	ArrayMultiply(Matrix, Matrix)	Element-by-element multiplication.
	chol	Cholesky Decomposition
	Clone	Returns a deep copy of this instance.
	Condition	Matrix condition (2 norm)
	Create	Constructs a matrix from a copy of a 2-D array.
	Determinant	Matrix determinant
	Eigen	Eigenvalue Decomposition
	GetMatrix(array<Int32>[]()[][], array<Int32>[]()[][])	Gets a submatrix.
	GetMatrix(Int32, Int32, array<Int32>[]()[][])	Get a submatrix.
	GetMatrix(array<Int32>[]()[][], Int32, Int32)	Get a submatrix.
	GetMatrix(Int32, Int32, Int32, Int32)	Gets a submatrix.
	Identity	Generates identity matrix
	Inverse	Matrix inverse or pseudoinverse.
	LUD	LU Decomposition
	Multiply	Multiplies in place this Matrix by a scalar.
	Norm1	One norm
	Norm2	Two norm
	NormF	Frobenius norm
	NormInf	Infinity norm
	QRD	QR Decomposition
	Random	Generates matrix with random elements
	Rank	Matrix rank
	RowVector
	SaveInverse
	SaveSolve
	SaveSolveTranspose
	SetMatrix(array<Int32>[]()[][], array<Int32>[]()[][], Matrix)	Sets a submatrix.
	SetMatrix(Int32, Int32, array<Int32>[]()[][], Matrix)	Set a submatrix.
	SetMatrix(array<Int32>[]()[][], Int32, Int32, Matrix)	Sets a submatrix.
	SetMatrix(Int32, Int32, Int32, Int32, Matrix)	Set a submatrix.
	Solve	Solve A*X = B
	SolveTranspose	Solve X*A = B, which is also A'*X' = B'
	Subtract	In place substraction of m to this Matrix.
	SVD	Singular Value Decomposition
	ToString	(Overrides Object..::..ToString()()()().)
	Trace	Matrix trace.
	Transpose()()()()	In place transposition of this Matrix.
	Transpose(Matrix)	Gets the transposition of the provided Matrix.
	UnaryMinus	In place unary minus of the Matrix.

Explicit Interface Implementations

	Name	Description
	ICloneable..::..Clone

See Also