Matrix.EigenDecomposition(Matrix, Matrix, Matrix, Matrix) Method

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Description

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.

 

Timing Precision Mode

This page describes functionality in nanosecond timing precision mode.

 

Method Signature

Matrix.EigenDecomposition(

Matrix D_real,


Matrix V_real,


Matrix D_imaginary,


Matrix V_imaginary)

 

Arguments

D_real


Description:

The matrix which holds the real components of the eigen values on the diagonal.

 

V_real


Description:

The matrix which holds the real components of the eigen vectors as columns.

 

D_imaginary


Description:

The matrix which holds the imaginary components of the eigen values on the diagonal.

 

V_imaginary


Description:

The matrix which holds the imaginary components of the eigen vectors as columns.

 

 

Syntax

myMatrix1.EigenDecomposition(myMatrix2, myMatrix3, myMatrix4, myMatrix5);

 

See also

Matrix Object

Matrix.EigenDecomposition

Matrix, Array, and Variable Math Guide