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Minimal Transition Systems for History-Preserving Bisimulation

机译:历史保存双刺激的最小过渡系统

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摘要

In this paper we propose a new approach to check history-preserving equivalence for Petri nets. Exploiting this approach, history-preserving bisimulation is proved decidable for the class of finite nets which are n-safe for some n (the approaches of [17] and of [8] work just for 1-safe nets). Moreover, since we map nets on ordinary transition systems, standard results and algorithms can be re-used, yielding for instance the possibility of deriving minimal realizations. The proposed approach can be applied also to other concurrent formalisms based on partial order semantics, like CCS with causality [4].
机译:在本文中,我们提出了一种新的方法来检查Petri网的历史保留等价。利用这种方法,证明历史保存的双刺激是针对某些n([17]的方法为N-Safe的有限网络的可判定可判定的可判定,这对于1-Safe网的方法和[8]工作)。此外,由于我们在普通转换系统上映射网络,因此可以重新使用标准结果和算法,从而屈服于导出最小实现的可能性。所提出的方法也可以基于部分秩序语义的其他并发形式主义应用,如CCS发生因果关系[4]。

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