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Titlebook: Application and Theory of Petri Nets 1998; 19th International C Jörg Desel,Manuel Silva Conference proceedings 1998 Springer-Verlag Berlin

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楼主: 游牧
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Finding Stubborn Sets of Coloured Petri Nets without Unfoldingvoid the unfolding. We demonstrate the practical applicability of the method with both theoretical and experimental case studies, in which reduction of the state space as well as savings in time are obtained.
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An Axiomatisation of Duplication Equivalence in the Petri Box Calculusf box expressions and investigate the relationship between duplication equivalent boxes and box expressions. The main result of this investigation is a sound and complete axiomatisation of duplication equivalence for a fragment of recursion-free PBC.
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Synchronized Products of Transition Systems and Their Analysisuctural” basis. But, as soon as the number of states of a finite-state system is so large that it cannot be encoded in the memory of the machine, it is indeed infinite. A way of dealing with such a situation could be to proceed to structural analysis, borrowing concepts from Petri Nets Theory.
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Iterative Decomposition and Aggregation of Labeled GSPNsies on a formal definition of equivalence of Stochastic Petri Nets, which allows us to build aggregates at several levels of detail. The approach has been completely automated and allows the analysis of large and complex models with a low effort.
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SWN Analysis and Simulation of Large Knockout ATM Switcheskout architecture is presented, and the SWN models are illustrated. Results in terms of the state space complexity of the models and of the performance metrics obtained with different Knockout switch configurations are presented to prove the viability of the proposed approach.
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Elliptic and Parabolic Problems (an algebra of high-level Petri nets). Therefore, this paper concentrates on the details of the semantics..A distinctive feature of the presented solution is that the ‘infinite case’ (infinitely many concurrent process and procedure instances as well as unbounded capacities of input queues and channels) is covered.
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https://doi.org/10.1007/978-3-319-19761-6kout architecture is presented, and the SWN models are illustrated. Results in terms of the state space complexity of the models and of the performance metrics obtained with different Knockout switch configurations are presented to prove the viability of the proposed approach.
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