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Concurrency, Synchronization, and Conflicts inPetri Nets

机译:Petri网中的并发,同步和冲突

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摘要

Petri nets represent one of the most popular formalisms for specifying, modeling, and analyzing concurrent systems. In spite of their popularity, many interesting problems concerning Petri nets are either undecidable or of very high complexity. Lipton [7] and Rackoff [10] showed exponential space lower and upper bounds, respectively, for the boundedness problem. As for the containment and the equivalence problems, Rabin [1] and Hack [5], respectively, showed these two problems to be undecidable. The reachability problem is known to be decidable [8] and exponential-space-hard [7].
机译:Petri网代表了用于指定,建模和分析并发系统的最受欢迎的形式主义之一。尽管它们很受欢迎,但是有关陪替氏网络的许多有趣的问题还是无法确定或非常复杂。 Lipton [7]和Rackoff [10]分别针对有界性问题显示了指数空间的上下边界。至于约束和等价问题,Rabin [1]和Hack [5]分别表明这两个问题是不确定的。已知可达性问题是可判定的[8]和指数空间难的[7]。

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