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Verification of Delay Co-Observability for Discrete Event Systems

机译:用于离散事件系统的延迟共同可观察性的验证

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摘要

In this paper, we investigate how to verify delay co-observability for a given discrete event system and its specification language. Delay co-observability is introduced to solve the decentralized nonblocking networked control problem for discrete event systems under nondeterministic communication delays in our previous paper. We first define a set of indistinguishable string collections and transform the verification problem of delay co-observability to the problem of checking if all of the indistinguishable string collections are valid or not. We then construct a set of verifiers to track all of these string collections. Checking if all of the indistinguishable string collections are valid or not can be done by checking if the states in these verifiers are "good" or "bad". The specification language is delay co-observable if and only if there are no "bad" states in all verifiers. The computational complexity of the proposed algorithm is polynomial with respect to the number of states and events of the system and exponential with respect to the number of local supervisors and the upper bounds on the delays.
机译:在本文中,我们研究了如何验证给定离散事件系统及其规范语言的延迟共识性。引入延迟共同可观察性以解决前一篇论文中的非识别事件系统的分散非阻塞网络控制问题。我们首先定义一组不可区分的字符串集合,并将延迟共同可观察性的验证问题转换为检查所有无法区分的字符串集合是否有效的问题。然后,我们构建一组验证以跟踪所有这些字符串集合。检查是否通过检查这些验证者中的状态是“好”或“坏”的状态来完成所有无法区分的字符串集合是否有效。如果才能且仅当所有Verifiers中没有“糟糕”状态,则规范语言是延迟共同可观察的。所提出的算法的计算复杂性是关于系统的状态和事件的数量和关于局部监督员的数量和延迟上的上限的指数的多项式。

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