A converse Lyapunov theorem is established for discrete-time stochastic systems with non-unique solutions. In particular, it is shown that global asymptotic ...
Aug 20, 2014 · Abstract—A converse Lyapunov theorem is established for discrete-time stochastic systems with non-unique solutions. In par-.
Dec 18, 2015 · A converse Lyapunov theorem is established for discrete-time stochastic systems modeled by a set-valued mapping under mild regularity conditions ...
A Converse Lyapunov Theorem and Robustness for Asymptotic Stability in Probability ; Year of Publication, 2014 ; Authors, Teel AR, Hespanha JP, Subbaraman A.
A converse Lyapunov theorem is established for discrete-time stochastic systems with non-unique solutions. In order to prove the result, mild regularity ...
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Andrew R. Teel, João Pedro Hespanha, Anantharaman Subbaraman: A Converse Lyapunov Theorem and Robustness for Asymptotic Stability in Probability.
Abstract—We state results on the existence of smooth. Lyapunov functions for hybrid systems whose solutions satisfy a class-KLL estimate with respect to two ...
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Converse Lyapunov theorems are used to illustrate the equivalence between asymptotic properties of a system and the existence of a function that satisfies a ...
This paper presents a converse Lyapunov function theorem motivated by robust control analysis and design.
A Converse Lyapunov Theorem and Robustness for Asymptotic Stability in Probability. Teel, A.R.; Hespanha, J.P.; Subbaraman, A. IEEE Transactions on Automatic ...