Equivalence of Timed State Machines and safe TPN
Identifieur interne : 002003 ( Hal/Curation ); précédent : 002002; suivant : 002004Equivalence of Timed State Machines and safe TPN
Auteurs : Stefan Haar [France] ; Laurent Kaiser [France] ; Françoise Simonot-Lion [France] ; Joël Toussaint [France]Source :
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Abstract
In this article, we show that an important subclass of Timed Automata, called Timed Input Output State Machines (TIOSM) is weackly time equivalent to bounded non-Zeno Time Petri Nets (TPNs) in the sense of Merlin and Farber. We present here an explicit construction for two-way translation between 1-safe TPNs and TIOSMs; in both directions, the power of clock timing is exploited to obtain concise and analyzable models. || Dans cet article, nous montrons qu'une importante sous-classe d'automates temporisés, appelés Timed Input Output State Machines (TIOSM) est faiblement équivalente aux Réseaux de Petri temporels "non-Zeno" (TPN) (Merlin et Farber). Nous présentons ici une
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<front><div type="abstract" xml:lang="en">In this article, we show that an important subclass of Timed Automata, called Timed Input Output State Machines (TIOSM) is weackly time equivalent to bounded non-Zeno Time Petri Nets (TPNs) in the sense of Merlin and Farber. We present here an explicit construction for two-way translation between 1-safe TPNs and TIOSMs; in both directions, the power of clock timing is exploited to obtain concise and analyzable models. || Dans cet article, nous montrons qu'une importante sous-classe d'automates temporisés, appelés Timed Input Output State Machines (TIOSM) est faiblement équivalente aux Réseaux de Petri temporels "non-Zeno" (TPN) (Merlin et Farber). Nous présentons ici une</div>
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