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Approximate structure-preserving semantic matching

by Fausto Giunchiglia, Fiona McNeill, Mikalai Yatskevich, Juan Pane, Paolo Besana, Pavel Shvaiko
On the Move to Meaningful Internet Systems OTM 2008 ()

Abstract

Typical ontology matching applications, such as ontology integration, focus on the computation of correspondences holding between the nodes of two graph-like structures, e.g., between concepts in two ontologies. However, for applications such as web service integration, we need to establish whether full graph structures correspond to one another globally, preserving certain structural properties of the graphs being considered. The goal of this paper is to provide a new matching operation, called structure-preserving semantic matching. This operation takes two graph-like structures and produces a set of correspondences, (i) still preserving a set of structural properties of the graphs being matched, (ii) only in the case if the graphs are globally similar to one another. Our approach is based on a formal theory of abstraction and on a tree edit distance measure. We have evaluated our solution in various settings. Empirical results show the efficiency and effectiveness of our approach.

Cite this document (BETA)

Available from eprints.biblio.unitn.it
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Approximate structure-preserving ...

UNIVERSITY OF TRENTO DIPARTIMENTO DI INGEGNERIA E SCIENZA DELL���INFORMAZIONE 38050 Povo ��� Trento (Italy), Via Sommarive 14 http://www.disi.unitn.it APPROXIMATE STRUCTURE-PRESERVING SEMANTIC MATCHING Fausto Giunchiglia, Fiona McNeill, Mikalai Yatskevich, Juan Pane, Paolo Besana and Pavel Shvaiko August 2008 Technical Report # DISI-08-039 Also: accepted to the 7th International Conference on Ontologies, DataBases, and Applications of Semantics (ODBASE 2008), Monterrey, Mexico, Nov 11 - 13, 2008.
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Approximate structure-preserving semantic matching Fausto Giunchiglia1, Fiona McNeill2, Mikalai Yatskevich1, Juan Pane1, Paolo Besana2, Pavel Shvaiko3 1 University of Trento, Povo, Trento, Italy, {fausto|yatskevi|pane|pavel|}@dit.unitn.it 2 University of Edinburgh, Scotland, f.j.mcneill@ed.ac.uk|p.besana@sms.ed.ac.uk 3 TasLab, Informatica Trentina, Italy, Pavel.Shvaiko@infotn.it Abstract. Typical ontology matching applications, such as ontology integration, focus on the computation of correspondences holding between the nodes of two graph-like structures, e.g., between concepts in two ontologies. However, for ap- plications such as web service integration, we need to establish whether full graph structures correspond to one another globally, preserving certain structural prop- erties of the graphs being considered. The goal of this paper is to provide a new matching operation, called structure-preserving semantic matching. This opera- tion takes two graph-like structures and produces a set of correspondences, (i) still preserving a set of structural properties of the graphs being matched, (ii) only in the case if the graphs are globally similar to one another. Our approach is based on a formal theory of abstraction and on a tree edit distance measure. We have evaluated our solution in various settings. Empirical results show the efficiency and effectiveness of our approach. 1 Introduction Ontology matching is a critical operation in many applications, such as Artificial In- telligence, the Semantic Web and e-commerce. It takes two graph-like structures, for instance, lightweight ontologies [9], and produces an alignment, that is, a set of cor- respondences, between the nodes of those graphs that correspond semantically to one another [6]. Many varied solutions of matching have been proposed so far see [6,29,24] for re- cent surveys4. In this paper we introduce a particular type of matching, namely Structure- preserving semantic matching (SPSM). In contrast to conventional ontology matching, which aims to match single words through considering their position in hierarchical ontologies, structure-preserving semantics matching aims to match complex, structured terms. These terms are not structured according to their semantics, as terms are in an ontology, but are structured to express relationships: in the case of our approach, first- order relationships. This structure-preserving matching is therefore a two-step process, the first step of which is to match individual words within the terms through tech- niques used for conventional ontology matching, and the second - and novel - step of 4 See, http://www.ontologymatching.org for a complete information on the topic.

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