What about the following:
> A <- array(1:4, dim=c(2,2))
> leftA <- eigen(t(A))
> t(leftA$vectors)
[,1] [,2]
[1,] -0.4159736 -0.9093767
[2,] -0.8245648 0.5657675
hope this helps. spencer graves
Tom Blackwell wrote:
Federico -
If a matrix is symmetric, its left and r
Federico -
If a matrix is symmetric, its left and right eigenvectors are identical.
If a matrix is not symmetric, its left eigenvector is the right eigenvector
of its transpose. However, without checking, I don't recall which R functions
will return the correct right eigenvectors for a non-symme
Dear All,
how do I compute the left eigenvector of a matrix? I gather that "eigen"
computes the right eigenvectors...
Regards,
Federico Calboli
--
=
Federico C. F. Calboli
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