2006Unpublished venueRequires access

Reasoning about actions using description logics with general TBoxes

Hongkai Liu, Carsten Lutz, Maja Miličić, Frank Wolter

Open publisher page 13 citations

Abstract

Abstract. Action formalisms based on description logics (DLs) have recently been introduced as decidable fragments of well-established action theories such as the Situation Calculus and the Fluent Calculus. However, existing DL action formalisms fail to include general TBoxes, which are the standard tool for formalising ontologies in modern description logics. We define a DL action formalism that admits general TBoxes, propose an approach to addressing the ramification problem that is introduced in this way, show that our formalism is decidable and perform a detailed investigation of its computational complexity. 1

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Abstract. Action formalisms based on description logics (DLs) have recently been introduced as decidable fragments of well-established action theories such as the Situation Calculus and the Fluent Calculus. However, existing DL action formalisms fail to include general TBoxes, which are the standard tool for formalising ontologies in modern description logics. We define a DL action formalism that admits general TBoxes, propose an approach to addressing the ramification problem that is introduced in this way, show that our formalism is decidable and perform a detailed investigation of its computational complexity. 1

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Available abstract

Abstract. Action formalisms based on description logics (DLs) have recently been introduced as decidable fragments of well-established action theories such as the Situation Calculus and the Fluent Calculus. However, existing DL action formalisms fail to include general TBoxes, which are the standard tool for formalising ontologies in modern description logics. We define a DL action formalism that admits general TBoxes, propose an approach to addressing the ramification problem that is introduced in this way, show that our formalism is decidable and perform a detailed investigation of its computational complexity. 1

Key concepts: Rotation formalisms in three dimensions, Decidability, Computer science, Formalism (music), Description logic, Situation calculus, Programming language, Action (physics)

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