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Bounded-input-bounded-state stabilization of switched processes and periodic asymptotic controllability

Andrea Bacciotti (2017)

Kybernetika

The main result of this paper is a sufficient condition for the existence of periodic switching signals which render asymptotically stable at the origin a linear switched process defined by a pair of 2 × 2 real matrices. The interest of this result is motivated by the application to the problem of bounded-input-bounded-state (with respect to an external input) stabilization of linear switched processes.

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