Stable real invariant semidefinite subspaces and stable factorizations of symmetric rational matrix functions |
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Authors: | A C M Ran L Rodman |
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Institution: |
a Subfaculteit Wiskunde en Informatica, Vrije Universiteit, Amsterdam, The Netherlands
b Tel-Aviv University, -aviv, Ramat Aviv, Israel
c Arizona State University, Tempe, Arizona |
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Abstract: | Stability of certain classes of invariant subspaces of a real matrix which is selfadjoint in a real indefinite inner product, is studied. The study is motivated by, and subsequently applied to, the problem of stability for minimal factorizations of real symmetric rational matrix functions. |
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Keywords: | |
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