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Decentralized control of discrete event systems using prioritized composition with exclusion

机译:使用排他的优先组合对离散事件系统进行分散控制

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This paper studies the decentralized control problem of discrete event systems via prioritized composition with exclusion (PCX). PCX was obtained by extending prioritized synchronous composition (PSC) in order to model various Boolean modes of decision fusion resulting from the exclusivity of participation in system interactions Chandra, V et al. (2003). PCX decision fusion allows additional modes of decision fusion beyond the AND/OR architecture considered in Yoo, TS et al., 2002. We present a definition of PCX co-observability, which together with controllability and L/sub m/(G)-closure serves as a necessary and sufficient condition for the existence of decentralized supervisors under PCX decision fusion. We also provide an algorithm for testing the PCX co-observability which has the computational complexity that is quadratic in plant states and cubic in specification states. Next the properties of PCX fusion architecture are presented. Finally, the exclusive operation is extended from two supervisors to n supervisors, and corresponding decentralized control has been studied.
机译:本文通过排外优先组合(PCX)研究离散事件系统的分散控制问题。 PCX是通过扩展优先同步组成(PSC)来获得的,以便对由于参与系统交互作用的排他性而导致的各种决策融合布尔模式进行建模。 (2003)。除了Yoo,TS等人,2002年考虑的AND / OR架构外,PCX决策融合还提供了其他决策融合模式。我们提出了PCX协同观测的定义,以及可控性和L / sub m /(G)-在PCX决策融合下,关闭是分散监督者存在的必要和充分条件。我们还提供了一种用于测试PCX共可观性的算法,该算法的计算复杂度在工厂状态下为二次方,在规范状态下为三次方。接下来,介绍PCX融合体系结构的属性。最后,将排他操作从两个主管扩展到n个主管,并研究了相应的分散控制。

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