In this paper we introduce and study a special class of hybrid automata, Semi-Algebraic Constant Reset hybrid automata (SACoRe). SACoRe automata are an extension of O- minimal semi-algebraic automata over the reals in the case of flows obtained from non-autonomous systems of differential inclusions. Even though SACoRe automata do not have the finite bisimulation property, they do admit decision procedures for reachability and model checking for a limited fragment of CTL, by combining Tarski’s decidability result over the reals and Michael’s selection theorem.

Semi-Algebraic Constant Reset Hybrid Automata - SACoRe

CASAGRANDE, ALBERTO;
2005-01-01

Abstract

In this paper we introduce and study a special class of hybrid automata, Semi-Algebraic Constant Reset hybrid automata (SACoRe). SACoRe automata are an extension of O- minimal semi-algebraic automata over the reals in the case of flows obtained from non-autonomous systems of differential inclusions. Even though SACoRe automata do not have the finite bisimulation property, they do admit decision procedures for reachability and model checking for a limited fragment of CTL, by combining Tarski’s decidability result over the reals and Michael’s selection theorem.
2005
9780780395671
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11368/1897754
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