We provide a unifying view of timed models such as timed automata, probabilistic timed automata, and Markov automata. The timed models and their bisimulation semantics are encoded in the framework of uniform labeled transition systems. In this unifying framework, we show that the timed bisimilarities present in the literature can be re-obtained and that a new bisimilarity, of which we exhibit the modal logic characterization, can be introduced for timed models including probabilities. We finally highlight similarities and differences among the models.

Encoding Timed Models as Uniform Labeled Transition Systems

TESEI, Luca
2013

Abstract

We provide a unifying view of timed models such as timed automata, probabilistic timed automata, and Markov automata. The timed models and their bisimulation semantics are encoded in the framework of uniform labeled transition systems. In this unifying framework, we show that the timed bisimilarities present in the literature can be re-obtained and that a new bisimilarity, of which we exhibit the modal logic characterization, can be introduced for timed models including probabilities. We finally highlight similarities and differences among the models.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11581/337189
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