Admissibility analysis of stochastic singular systems with Poisson switching
作者：
Highlights：
• In this paper the mean square admissibility problem for a class of stochastic singular systems with Poisson switching is investigated. Compared with the existing results, a general switching, i.e., Poisson switching, is introduced to describe the switching mechanism between subsystems.
• To develop some easily verifiable sufficient conditions ensuring admissibility, the approach of H -representation and matrix decomposition are applied.
• Finally, some existing results are improved.
摘要
•In this paper the mean square admissibility problem for a class of stochastic singular systems with Poisson switching is investigated. Compared with the existing results, a general switching, i.e., Poisson switching, is introduced to describe the switching mechanism between subsystems.•To develop some easily verifiable sufficient conditions ensuring admissibility, the approach of H -representation and matrix decomposition are applied.•Finally, some existing results are improved.
论文关键词：Stochastic singular system,Admissibility,Poisson switching
论文评审过程：Received 15 February 2020, Revised 25 June 2020, Accepted 28 June 2020, Available online 21 July 2020, Version of Record 21 July 2020.
论文官网地址：https://doi.org/10.1016/j.amc.2020.125508
