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CDC
2013
IEEE

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On a geometrical approach to quadratic Lyapunov stability and robustness

8 years 11 months ago

On a geometrical approach to quadratic Lyapunov stability and robustness

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— A geometrical approach to quadratic Lyapunov stability for the class of switched linear systems which share a common invariant subspace is contributed in this article. The robustness with respect to canonical gap perturbations of common invariant subspaces associated with constituent system matrices is additionally addressed. Some well-known results on common quadratic stability are naturally recovered in this framework.

Naim Bajçinca, Dietrich Flockerzi, Yashar Kou

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Added	19 May 2015
Updated	19 May 2015
Type	Journal
Year	2013
Where	CDC
Authors	Naim Bajçinca, Dietrich Flockerzi, Yashar Kouhi

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