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   <subfield code="a">Finite-Time Stabilization of Switching Markov Jump Systems with Uncertain Transition Rates</subfield>
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   <subfield code="a">In this paper, the problems of finite-time stability and stabilization for continuous-time switching Markov jump systems with uncertain transition rates are investigated, where some elements in the transition rate matrix are not known precisely, but their bounds are known or completely unknown. The main results are achieved by piecewise integrating the Markov processes and allowing the stochastic multiple Lyapunov function to increase at every switching instant with a limited switching rate such that the state trajectories are kept within the prescribed bound in a short time interval. Finally, two examples illustrate the validity of the obtained results.</subfield>
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