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Mean square stability of Markov Jump Linear Systems with piecewise constant transition rates under dwell-time specifications | IEEE Conference Publication | IEEE Xplore

Mean square stability of Markov Jump Linear Systems with piecewise constant transition rates under dwell-time specifications


Abstract:

This paper deals with the stability of a class of Markov Jump Linear Systems characterized by piecewise-constant transition rates and system dynamics. These systems are c...Show More

Abstract:

This paper deals with the stability of a class of Markov Jump Linear Systems characterized by piecewise-constant transition rates and system dynamics. These systems are called Switching Markov Jump Linear Systems. Mean square stability analysis is carried out by studying the time evolution of the second-order moment of the state. A sufficient condition guaranteeing mean square stability under constraints on the dwell-time between switching instants is derived. It is shown that such a condition, as well as another one based on Kronecker calculus, admit an LMI implementation.
Date of Conference: 23-26 August 2009
Date Added to IEEE Xplore: 02 April 2015
Print ISBN:978-3-9524173-9-3
Conference Location: Budapest, Hungary

References

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