Bill Harris wrote:
> Can anyone reproduce his result, perhaps using LAPACK?  I do read
> that people tend to find principal eigenvectors using a power method,
> which only returns the principal eigenvector, but I neither see that
> in my skimming of the LAPACK docs nor do I (yet) know why it's better
> to go that way than to find them all, assuming it's not
> computationally costly to find them all.

I've not used LAPACK much myself.

However: in the general case it is costly to find all eigenvectors.

-- 
Raul
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