2010
DOI: 10.1007/978-3-642-15918-3_9
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Inconsistency-Tolerant Semantics for Description Logics

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Cited by 133 publications
(217 citation statements)
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“…An inconsistency-tolerant semantics in the context of OBDA was first investigated in [30]; this semantics is based on the notion of AR-repairs (ABox-repairs) and has become known as AR-semantics. Subsequent investigations of AR-semantics were carried out in a number of papers, including (in chronological order) [29,37,9,11,10,33]. These papers have analyzed the computational complexity of consistent query answering in OBDA and have also considered several variants of the AR-semantics in the OBDA framework.…”
Section: Connections With Ontology-based Data Accessmentioning
confidence: 99%
“…An inconsistency-tolerant semantics in the context of OBDA was first investigated in [30]; this semantics is based on the notion of AR-repairs (ABox-repairs) and has become known as AR-semantics. Subsequent investigations of AR-semantics were carried out in a number of papers, including (in chronological order) [29,37,9,11,10,33]. These papers have analyzed the computational complexity of consistent query answering in OBDA and have also considered several variants of the AR-semantics in the OBDA framework.…”
Section: Connections With Ontology-based Data Accessmentioning
confidence: 99%
“…Due to space limitations, we refer the reader to [7] for details on the semantics of DL-Lite A . We then briefly recall the IAR semantics for inconsistency-tolerance in DL ontologies (see [5] for more details). Let K = T , A be a DL ontology.…”
Section: Abox Cleaning Technique For Owl Qlmentioning
confidence: 99%
“…In particular, we consider inconsistency-tolerant semantics for general DLs recently proposed in [5], called IAR semantics, for which reasoning has been studied in the context of the Description Logics of the DL-Lite family, and in particular the DL DL-Lite A , that underlies the OWL profile OWL 2 QL. The IAR semantics is centered around the notion of ABox repair, which is a very simple and natural one: the ABox repair of a DL ontology is the intersection of all the maximal subsets of the ABox that are consistent with the TBox.…”
Section: Introductionmentioning
confidence: 99%
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