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In this paper, the problem of finite-time stability is studied for a class of switched linear systems, where some subsystems are not finite-time stable. A novel average dwell time approach for finite-time stability of switched linear systems in which not all subsystems are finite-time stable is first proposed. Moreover, by constructing a new multiple Lyapunov functional, sufficient condition is provided...
The problem of exponential l2 - l∞ stochastic stability is considered in this paper for a class of discrete-time switching Markov jump linear systems(S-MJLS). Firstly, the definition of exponential l2 - l∞ stochastic stability is introduced. Then, by virtue of the average dwell time approach, the stochastic stability criteria are presented with an exponential l2 - l∞ performance index and a decay...
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