In this paper, we devise a general framework for formalizing Description Logic Based Dynamic Systems that is parametric w.r.t. the description logic knowledge base and the progression mechanism of interest. Using this framework we study verification and adversarial synthesis for specifications expressed in a variant of first-order mu-calculus, with a controlled form of quantification across successive states. We provide key decidability results for both verification and synthesis, under a ``bounded-state'' assumption. We then study two instantiations of this general framework, where the description logic knowledge base is expressed in DL-lite and ALCQI, respectively.

Best paper award / Diego, Calvanese; DE GIACOMO, Giuseppe; Marco, Montali; Patrizi, Fabio. - (2013).

Best paper award

DE GIACOMO, Giuseppe;PATRIZI, FABIO
2013

Abstract

In this paper, we devise a general framework for formalizing Description Logic Based Dynamic Systems that is parametric w.r.t. the description logic knowledge base and the progression mechanism of interest. Using this framework we study verification and adversarial synthesis for specifications expressed in a variant of first-order mu-calculus, with a controlled form of quantification across successive states. We provide key decidability results for both verification and synthesis, under a ``bounded-state'' assumption. We then study two instantiations of this general framework, where the description logic knowledge base is expressed in DL-lite and ALCQI, respectively.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11573/652485
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