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Titlebook: Application and Theory of Petri Nets 2000; 21st International C Mogens Nielsen,Dan Simpson Conference proceedings 2000 Springer-Verlag Berl

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Decidability of Properties of Timed-Arc Petri Netsthat this model does not increase significantly the expressiveness of untimed Petri nets. But this is not true; in a previous paper we have shown that the differences between them are big enough to make the reachability problem undecidable. On the other hand, coverability and boundedness are proved
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Liveness Verification of Discrete Event Systems Modeled by ,-Safe Ordinary Petri Netse any transition from any reachable marking. The verification method we propose is based on a partial order method called .. Network unfolding maps the original Petri net to an acyclic .. A . of the occurrence net is defined to give a compact representation of the original net’s reachability graph.
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Modelling and Analysing the SDL Description of the ISDN-DSS1 Protocolsm used for the model is a high-level Petri net, the PROD input language which is close to a predicate/transition net. The influence of the model on the reachability analysis is also discussed with a special attention on the use of priorities and reduction methods. Finally, further development of to
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A Compositional Model of Time Petri Netsra is based on process expressions, called t-expressions, and a system of SOS rules providing their operational semantics. The second algebra is based on a class of time Petri nets, called ct-boxes, and their transition firing rule. The two algebras are related through a mapping which, for a t-expre
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Composing Abstractions of Coloured Petri Netst earlier work in three main areas — it proposes general canonical forms for such node refinements, it identifies two other forms of refinement which will be used in concert with node refinement, and it considers the compositionality of these refinements. All of them maintain behavioural compatibili
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Region Based Synthesis of P/T-Nets and Its Potential Applicationsrization to P/T-nets in line with Mukund’s extended regions with integer values, and to profit from algebraic properties of graphs and languages for converting decision problems about regions to linear algebra.
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