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Comments on “Predictability of Failure Event Occurrences in Decentralized Discrete-Event Systems and Polynomial-Time Verification”

机译:关于“分散式离散事件系统和多项式时间验证中故障事件发生的可预测性”的评论

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We show that the notion of copredictability studied in the considered paper is equivalent to the already existing notion of uniformly bounded coprognosability introduced in a 2010 article of Kumar and Takai. In fact, a weaker, more general notion of coprognosability, which does not need a uniform bound for prognosing an impending failure, was also introduced by Kumar and Takai in 2010. It was shown that for the case of regular languages, the two notions (the one with a uniform bound and the other without it) coincide. As a result, the algorithm for testing coprognosability for regular languages presented by Kumar and Takai in their 2010 paper also tests the copredictability concept in the considered paper, which presented a test of its own. Finally, the fact that copredictability is stronger than codiagnosability in the absence of unobservable cycles was also shown in the 2010 article of Kumar and Takai, and it is another result that is reproduced in the considered paper.
机译:我们表明,在已考虑的论文中研究的可预测性概念等同于Kumar和Takai在2010年发表的一篇文章中引入的一致有界可预测性概念。实际上,Kumar和Takai在2010年还引入了一个较弱,更笼统的可预后性概念,不需要用统一的界限来预测即将发生的故障。事实证明,对于常规语言,这两个概念(一个具有统一的界线,另一个没有统一的界线)重合。结果,Kumar和Takai在其2010年的论文中提出的用于测试常规语言的协同预后性的算法也对所考虑的论文中的协同预测性概念进行了测试,从而提出了自己的检验方法。最后,在没有可观察的周期的情况下,可预测性强于可诊断性这一事实在Kumar和Takai的2010年文章中也得到了证明,这是所考虑论文中再现的另一个结果。

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