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Infinite Horizon H_2/H_∞ Control for Discrete-Time Time-Varying Markov Jump Systems with Multiplicative Noise

机译:无限的地平线H_2 /H_∞控制对具有乘法噪声的离散时间各变化的马尔可夫跳跃系统

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In this paper we consider the infinite horizon H_2/H_∞ control problem for discrete-time time-varying linear systems subject to Markov jump parameters and state-multiplicative noises. A stochastic bounded real lemma is firstly developed for a class of discrete-time time-varying Markov jump systems with state- and disturbance-multiplicative noises. Based on which, a necessary and sufficient condition is provided for the existence of linear state feedback H_2/H_∞ controller in terms of four coupled discrete-time Riccati difference equations. Finally, a concluding remark and some open topics are proposed.
机译:在本文中,我们考虑无限的地平线H_2 /H_∞控制问题,用于采用马尔可夫跳跃参数和状态乘法噪声的离散时间时变线性系统。首先为一类具有状态和干扰 - 乘法噪声的一类离散时间各变化的马尔可夫跳跃系统开发了一种随机界限的真实引理。基于以下,在四个耦合的离散时间Riccati差分方程方面,提供了用于存在线性状态反馈H_2 /H_∞控制器的必要和充分条件。最后,提出了一个结论性的评论和一些公开主题。

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