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Stochastic Optimal Tracking with Preview for Linear Discrete-Time Markovian Jump Systems by Output Feedback with Known Modes

机译:随机最佳跟踪,通过用已知模式输出反馈进行线性离散时间Markovian跳转系统的预览

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In this paper we study the stochastic optimal (LQ) tracking problems with preview for linear discrete-time Markovian jump systems by output feedback. The systems are described by the discrete-time switching systems with Markovian mode transition and it is assume that each mode is known. We introduce two types of coupled difference equations to design the output feedback controller. Correspondingly feedforward compensators introducing future information are given by coupled difference equations with terminal conditions. Finally we give numerical examples.
机译:本文通过输出反馈,研究随机最佳(LQ)跟踪问题,通过输出反馈进行线性离散时间Markovian跳转系统的预览。该系统由具有Markovian模式转换的离散时间切换系统描述,并且假设每个模式是已知的。我们介绍了两种类型的耦合差分方程来设计输出反馈控制器。相应的前馈补偿器通过终端条件耦合差分方程给出了未来信息。最后,我们给出了数值例子。

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