具马尔可夫切换和多个时滞脉冲的随机系统的稳定性
Stability of Stochastic Systems with Markov Switching and Several Delayed Impulses
-
摘要: 本文研究了具马尔可夫切换和多个时滞脉冲的随机系统~p~阶矩指数稳定, 状态变量的脉冲增益依赖于多个有限时变时滞.利用随机分析和脉冲技巧, 得到系统新的稳定性准则, 并举例说明结果的有效性.Abstract: In this paper, pth moment exponential stability of stochastic systems with Markov switching and serval delayed impulses is investigated. It is assume that the state variables on the impulses may relate to the time-varying delays. By using stochastic analysis and impulsive techniques, serval new stability criteria are derived. Meanwhile, an example is provided to demonstrate the effectiveness of the obtained results.