Add to ORKGThe problem of the stability of a class of stochastic linear hybrid systems with a special structure of matrices and a multiplicative excitation is con-sidered. Sufficient conditions of the exponential p-th mean stability and the almost sure stability for a class of stochastic linear hybrid systems with the Markovian switching are derived. Also, sufficient conditions of the exponential mean-square stability for a class of stochastic linear hy-brid systems satisfying the Lie algebra conditions with any switching are found. The obtained results are illustrated by examples and simulations. Key words: hybrid systems, nonlinear systems, asymptotic stability 1
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AbstractThe problem of exponential mean-square stability of two-time scale, linear stochastic hybrid...
Abstract — This paper addresses the asymptotic and mean square stability of a class of linear stocha...
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We present a sufficient condition for asymptotic stability of a switched linear system in terms of t...
This survey addresses stability analysis for stochastic hybrid systems (SHS), which are dynamical sy...
In recent years, singular hybrid systems have received considerable attention. However, few results ...
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a b s t r a c t This paper presents new sufficient conditions for exponential stability of switched ...
In this paper we develop general techniques to study stability of hybrid systems with linear continu...
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This paper analyzes the stability of hierarchical jump linear systems where the supervisor is driven...
This chapter is concerned with the stability and stabilization problems of a class of continuous-tim...