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Re: eigenvectors
From: |
heberf |
Subject: |
Re: eigenvectors |
Date: |
Wed, 9 Jun 1999 15:44:31 -0500 (CDT) |
Ahh, I'd forgotten about the eig function. I was looking in the help
under matrix factorizations and eig wasn't listed. It's under basic
matrix functions.
Thanks,
On Wed, 9 Jun 1999, Nimrod Mesika wrote:
> address@hidden wrote:
> >
> > Q = inv(X)*D*X
> >
> use [X,D] = eig(Q);
>
> D is a diagonal matrix (the elements are the eigenvalues of Q: lambda1,
> lambda2, etc..).
> X is a matrix of eigenvectors.
>
> Actually, since octave returns X as a unitary matrix (a matrix for which
> inv(A)=A') you also have the simpler expression:
>
> Q = X' * D * X;
>
> -- Nimrod.
>
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- eigenvectors, heberf, 1999/06/09
- Re: eigenvectors,
heberf <=