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State class Timed Automaton of a Time Petri Net.

Lime, Didier; Roux, Olivier H.

In: 10th International Workshop on Petri Nets and Performance Models (PNPM 2003), Urbana, Illinois, USA, pages 124-133. IEEE Press, September 2003.

Abstract: In this paper, we propose a method for building the state class graph of a bounded time Petri net (TPN) as a timed automaton (TA). We consider bounded TPN, whose underlying net is not necessarily bounded. We prove that the obtained TA is timed-bisimilar to the initial TPN. The number of clocks of the automaton is much lower than with other methods available. It allows us to check real-time properties on bounded TPN with efficient TA model-checkers. We have implemented the method, and give some experimental results in this paper, illustrating the efficiency of the algorithm in terms of clock number.


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