VirtualMatrix.EigenDecomposition Method

Decomposes the matrix as M = V D V^-1 where the columns of V are the eigen vectors of M and the D is a diagonal matrix where the diagonal elements are the eigen values of M. If the matrix is not diagonizable an error is thrown.

This page describes functionality in millisecond timing precision mode. Millisecond timing precision mode is deprecated and will be removed in a future release. We recommend that you migrate your Mission Plans to nanosecond timing precision mode.

Overload List

Signatures	Return Value	Description
VirtualMatrix.EigenDecomposition(Matrix D_real, Matrix V_real)	None	Decomposes the matrix M such that M = V D V^-1, where the columns of V are the eigen vectors of M and D is a diagonal matrix where the diagonal elements are the eigen values of M. This overload assumes that only real values will be returned, and will return an error in the event that complex values are encountered.
VirtualMatrix.EigenDecomposition(Matrix D_real, Matrix V_real, Matrix D_imaginary, Matrix V_imaginary)	None	Decomposes the matrix M such that M = V D V^-1, where the columns of V are the eigen vectors of M and D is a diagonal matrix where the diagonal elements are the eigen values of M. Any complex components of of V or D will be returned in separate, corresponding matrices.

VirtualMatrix.EigenDecomposition Method

Description

Overload List