We study the problem of approximating Description Logic (DL) ontologies specified in a source language L S in terms of a less expressive target language L T . This problem is getting very relevant in practice: e.g., approximation is often needed in ontology-based data access systems, which are able to deal with ontology languages of a limited expressiveness. We first provide a general, parametric, and semantically well-founded definition of maximal sound approximation of a DL ontology. Then, we present an algorithm that is able to effectively compute two different notions of maximal sound approximation according to the above parametric semantics when the source ontology language is OWL 2 and the target ontology language is OWL 2 QL. Finally, we experiment the above algorithm by computing the two OWL 2 QL approximations of a large set of existing OWL 2 ontologies. The experimental results allow us both to evaluate the effectiveness of the proposed notions of approximation and to compare the two different notions of approximation in real cases.
%0 Conference Paper
%1 console2014effective
%A Console, Marco
%A Mora, Jose
%A Rosati, Ricardo
%A Santarelli, Valerio
%A Savo, Domenico Fabio
%B The Semantic Web - ISWC 2014 - 13th International Semantic Web Conference
%D 2014
%K ontology-approximation optique-project
%P 164-179
%R DOI: 10.1007/978-3-319-11915-1_11
%T Effective computation of maximal sound approximations of Description Logic ontologies
%X We study the problem of approximating Description Logic (DL) ontologies specified in a source language L S in terms of a less expressive target language L T . This problem is getting very relevant in practice: e.g., approximation is often needed in ontology-based data access systems, which are able to deal with ontology languages of a limited expressiveness. We first provide a general, parametric, and semantically well-founded definition of maximal sound approximation of a DL ontology. Then, we present an algorithm that is able to effectively compute two different notions of maximal sound approximation according to the above parametric semantics when the source ontology language is OWL 2 and the target ontology language is OWL 2 QL. Finally, we experiment the above algorithm by computing the two OWL 2 QL approximations of a large set of existing OWL 2 ontologies. The experimental results allow us both to evaluate the effectiveness of the proposed notions of approximation and to compare the two different notions of approximation in real cases.
@inproceedings{console2014effective,
abstract = {We study the problem of approximating Description Logic (DL) ontologies specified in a source language L S in terms of a less expressive target language L T . This problem is getting very relevant in practice: e.g., approximation is often needed in ontology-based data access systems, which are able to deal with ontology languages of a limited expressiveness. We first provide a general, parametric, and semantically well-founded definition of maximal sound approximation of a DL ontology. Then, we present an algorithm that is able to effectively compute two different notions of maximal sound approximation according to the above parametric semantics when the source ontology language is OWL 2 and the target ontology language is OWL 2 QL. Finally, we experiment the above algorithm by computing the two OWL 2 QL approximations of a large set of existing OWL 2 ontologies. The experimental results allow us both to evaluate the effectiveness of the proposed notions of approximation and to compare the two different notions of approximation in real cases.},
added-at = {2014-10-15T12:57:35.000+0200},
audience = {academic},
author = {Console, Marco and Mora, Jose and Rosati, Ricardo and Santarelli, Valerio and Savo, Domenico Fabio},
biburl = {https://www.bibsonomy.org/bibtex/2e500b3d0c67d616dba79fabe6d61bb55/savo.fabio},
booktitle = {The Semantic Web - ISWC 2014 - 13th International Semantic Web Conference},
doi = {DOI: 10.1007/978-3-319-11915-1_11},
interhash = {f19b59af74e272f11a55fd3feb32cd36},
intrahash = {e500b3d0c67d616dba79fabe6d61bb55},
keywords = {ontology-approximation optique-project},
openaccess = {No},
pages = {164-179},
partneroptique = {UNIROMA1},
timestamp = {2016-12-01T18:07:53.000+0100},
title = {Effective computation of maximal sound approximations of Description Logic ontologies},
wpoptique = {WP4},
year = 2014,
yearoptique = {Y2}
}