Stability and Stabilization of Discrete-Time Semi-Markov Jump Linear Systems via Semi-Markov Kernel Approach

By Lixian Zhang, Yusong Leng, Patrizio Colaneri. IEEE Transactions on Automatic Control, 2016

346 citations recorded by the source corpus.

Subfields: Control and Systems Engineering

View Paper: https://www.semanticscholar.org/paper/1ffd5483d15c497865cdd6e40366c80d403f01fb

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In Control and Systems Engineering

1. Hao Shen
2. Victor Sreeram
3. Feng Li
4. Shengyuan Xu
5. James Lam
6. El Kebir Boukas
7. Baoyong Zhang
8. Huijun Gao

Citations in the corpus

• Slow State Variables Feedback Stabilization for Semi-Markov Jump Systems With Singular Perturbations (2018, background): “Definition 2 (see [22] ): Given a positive integer upper bound of ST T i m ax 1, the corresponding closed-loop system (5) is said to be δ-error mean square stable (δ-MSS), if the following equation holds for any initial condition χ (0) ∈ R 1 +n 2 , ∀i ∈ H1 :”
• Event-triggered dissipative filtering for networked semi-Markov jump systems and its applications in a mass-spring system model (2016, neutral): “To name a few, the design of H∞ controller for a class of sMJSs was presented in [6], where a sufficient condition for the existence of the controller was proposed; the analysis of the robust stochastic stability and the problem of robust control design for sMJSswere considered in [7,39].”