A sufficient condition for Lipschitz stability of controlled Invariant subspaces
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hdl:2117/7537
Document typeArticle
Defense date2009-12
Rights accessRestricted access - publisher's policy
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Abstract
Given a pair of matrices (A,B) we study the Lipschitz stability
of its controlled invariant subspaces. A sufficient condition is derived from
the geometry of the set formed by the quadruples (A,B, F, S) where S is an
(A,B)-invariant subspace and F a corresponding feedback.
CitationPeña, M.; Puerta, F.; Puerta, F. A sufficient condition for Lipschitz stability of controlled Invariant subspaces. "Mediterranean journal of mathematics", Desembre 2009, vol. 6, núm. 4, p. 471-481.
ISSN1660-5446
Publisher versionhttp://www.springerlink.com/content/d8kl73175r16025p/
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