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Unfoldifng and finite prefix for nets with read arcs

机译:带有读弧的网络的展开和有限前缀

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Petri nets with read arcs are investigated w.r.t their unfolding,where read arcs model reading without consuming,which is often more adequeate than the destructive-read-and-rewrite modelled with loops in ordinary nets.The paper redefines the concpets of a branchign process and unfolding ofr nets with read arcs and proves that the set of reachable markins of a net is commpletely represented by its unfolding.The specific feature of branchign processes of nets with read arcs is that the notion of a co-set is no longer based only on hte brinary concurrency realtion betwene the elements of the unfolding,ocntrary to ordinary nets.
机译:研究带有读取弧的Petri网络的展开过程,其中读取弧模型无需消耗即可读取数据,这比普通网络中以循环建模的破坏性读取和重写更为确定。本文重新定义了分支过程的概念,并带有读弧的网络的展开,并证明网的可到达标记集完全由其展开表示。带有读弧的网络的分支过程的特定特征是,陪集的概念不再仅基于并发实现在普通网之外的要素之间。

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