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Synthesis of Reduced Asymmetric Choice Petri Nets
[article]
2019
arXiv
pre-print
A Petri net is choice-free if any place has at most one transition in its postset (consuming its tokens) and it is (extended) free-choice (EFC) if the postsets of any two places are either equal or disjoint. Asymmetric choice (AC) extends EFC such that two places may also have postsets where one is contained in the other. In reduced AC nets this containment is limited: If the postsets are neither disjoint nor equal, one is a singleton and the other has exactly two transitions. The aim of Petri
arXiv:1911.09133v2
fatcat:hsf5irfs3ngmxornpebf2evpby