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Linear Algebra Help?
I have a problem in course project?
I have two positive definite $n\times n$ matrices, $A$ and $B$. I want to find the bound of singular values of a product of these matrices ? these matrices are unknown, and I want to solve them by bound them> So I think I have to separate them thanks a lot. Any suggestion or references? |
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"I want to find the bound of singular values of a product of these matrices ?
these matrices are unknown, and I want to solve them by bound them" Above: I don't understand this portion... ... are you asking if they are symmetric or semidefinite or something else? |
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K, I'm very rusty on this :) But I did find this reference... will this help?
matrices - For what k, matrix (k A - B) is positive semidefinite? - MathOverflow |
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