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in article <[EMAIL PROTECTED]>, james dolan <[EMAIL PROTECTED]> wrote: |second there's the question: can you reconstruct the similarity class |of the transformation from its distribution of eigenvalues? the |answer is "almost yes", probably, and it might be easier in "the |present context" than in "the general case". maybe one of the magic words i neglected to exploit here is "unitary". maybe there's a good reason why the linear transformations you're interested in here are unitary, and maybe that makes the problem of determining the similarity class from the distribution of eigenvalues rather easier. -- [e-mail address [EMAIL PROTECTED]
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