Deciding true concurrency equivalences on safe, finite nets

We show that the pomset-trace equivalence problem for 1-safe, finite Petri nets is decidable; in fact it is complete for expspace. We also show that history-preserving bisimulation between such nets is complete for dexptime. Our methods also yield tight complexity bounds for several other “true conc...

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Veröffentlicht in:Theoretical computer science 1996-01, Vol.154 (1), p.107-143
Hauptverfasser: Jategaonkar, Lalita, Meyer, Albert R.
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container_title Theoretical computer science
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creator Jategaonkar, Lalita
Meyer, Albert R.
description We show that the pomset-trace equivalence problem for 1-safe, finite Petri nets is decidable; in fact it is complete for expspace. We also show that history-preserving bisimulation between such nets is complete for dexptime. Our methods also yield tight complexity bounds for several other “true concurrency” and interleaving equivalences. The results are independent of the presence of hidden transitions.
doi_str_mv 10.1016/0304-3975(95)00132-8
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title Deciding true concurrency equivalences on safe, finite nets
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