14 research outputs found

    Distance sémantique entre concepts définis en ALE

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    National audienceCet article prĂ©sente une approche permettant d'Ă©valuer la similaritĂ© entre deux concepts dĂ©crits avec la logique de descriptions ALE. Une telle approche peut ĂȘtre utilisĂ©e dans de nombreuses situations, et spĂ©cialement pour le classement de rĂ©ponses Ă  une requĂȘte. Dans plusieurs applications pratiques, en particulier pour le Web sĂ©mantique, des concepts peuvent ĂȘtre organisĂ©s dans une hiĂ©rarchie. Une originalitĂ© de notre travail est de complĂ©ter une hiĂ©rarchie de concepts donnĂ©e Ă©ventuellement en entrĂ©e en un treillis de concepts complet. Par la suite, un chemin entre concepts dans le treillis est utilisĂ© pour Ă©valuer la similaritĂ© entre deux concepts

    A proposal for annotation, semantic similarity and classification of textual documents

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    The original publication is available at www.springerlink.comInternational audienceIn this paper, we present an approach for classifying documents based on the notion of a semantic similarity and the effective representation of the content of the documents. The content of a document is annotated and the resulting annotation is represented by a labeled tree whose nodes and edges are represented by concepts lying within a domain ontology. A reasoning process may be carried out on annotation trees, allowing the comparison of documents between each others, for classification or information retrieval purposes. An algorithm for classifying documents with respect to semantic similarity and a discussion conclude the paper

    Universal OWL Axiom Enrichment for Large Knowledge Bases

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    Abstract. The Semantic Web has seen a rise in the availability and usage of knowledge bases over the past years, in particular in the Linked Open Data initiative. Despite this growth, there is still a lack of knowl-edge bases that consist of high quality schema information and instance data adhering to this schema. Several knowledge bases only consist of schema information, while others are, to a large extent, a mere collec-tion of facts without a clear structure. The combination of rich schema and instance data would allow powerful reasoning, consistency check-ing, and improved querying possibilities as well as provide more generic ways to interact with the underlying data. In this article, we present a light-weight method to enrich knowledge bases accessible via SPARQL endpoints with almost all types of OWL 2 axioms. This allows to semi-automatically create schemata, which we evaluate and discuss using DB-pedia.

    Unification in the Description Logic EL

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    The Description Logic EL has recently drawn considerable attention since, on the one hand, important inference problems such as the subsumption problem are polynomial. On the other hand, EL is used to define large biomedical ontologies. Unification in Description Logics has been proposed as a novel inference service that can, for example, be used to detect redundancies in ontologies. The main result of this paper is that unification in EL is decidable. More precisely, EL-unification is NP-complete, and thus has the same complexity as EL-matching. We also show that, w.r.t. the unification type, EL is less well-behaved: it is of type zero, which in particular implies that there are unification problems that have no finite complete set of unifiers.Comment: 31page

    Formal Concept Analysis Methods for Description Logics

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    This work presents mainly two contributions to Description Logics (DLs) research by means of Formal Concept Analysis (FCA) methods: supporting bottom-up construction of DL knowledge bases, and completing DL knowledge bases. Its contribution to FCA research is on the computational complexity of computing generators of closed sets

    On the Computation of Common Subsumers in Description Logics

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    Description logics (DL) knowledge bases are often build by users with expertise in the application domain, but little expertise in logic. To support this kind of users when building their knowledge bases a number of extension methods have been proposed to provide the user with concept descriptions as a starting point for new concept definitions. The inference service central to several of these approaches is the computation of (least) common subsumers of concept descriptions. In case disjunction of concepts can be expressed in the DL under consideration, the least common subsumer (lcs) is just the disjunction of the input concepts. Such a trivial lcs is of little use as a starting point for a new concept definition to be edited by the user. To address this problem we propose two approaches to obtain "meaningful" common subsumers in the presence of disjunction tailored to two different methods to extend DL knowledge bases. More precisely, we devise computation methods for the approximation-based approach and the customization of DL knowledge bases, extend these methods to DLs with number restrictions and discuss their efficient implementation
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