2020
DOI: 10.1007/978-3-030-57855-8_2
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Using Grammar-Based Genetic Programming for Mining Disjointness Axioms Involving Complex Class Expressions

Abstract: In the context of the Semantic Web, learning implicit knowledge in terms of axioms from Linked Open Data has been the object of much current research. In this paper, we propose a method based on grammar-based genetic programming to automatically discover disjointness axioms between concepts from the Web of Data. A training-testing model is also implemented to overcome the lack of benchmarks and comparable research. The acquisition of axioms is performed on a small sample of DBpedia with the help of a Grammatic… Show more

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Cited by 3 publications
(2 citation statements)
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“…Using the SHOIQ description logic syntax, the notation C ⊑ D highlights the inclusion of C into D, i.e. the fact that instances of C are also instances of D. This is described in the direct model-theoretic semantics of OWL through the notation C I ⊆ D I where I represents individuals in a knowledge Our research area focuses on Axiom Learning [9], which is a bottom-up approach, using learning algorithms and relying on instances from several existing knowledge and information resources to discover axioms. Axiom learning algorithms can help reduce the overall cost of axiom extraction and ontology construction in general.…”
Section: Preliminaries a Owl Subclassof Axiomsmentioning
confidence: 99%
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“…Using the SHOIQ description logic syntax, the notation C ⊑ D highlights the inclusion of C into D, i.e. the fact that instances of C are also instances of D. This is described in the direct model-theoretic semantics of OWL through the notation C I ⊆ D I where I represents individuals in a knowledge Our research area focuses on Axiom Learning [9], which is a bottom-up approach, using learning algorithms and relying on instances from several existing knowledge and information resources to discover axioms. Axiom learning algorithms can help reduce the overall cost of axiom extraction and ontology construction in general.…”
Section: Preliminaries a Owl Subclassof Axiomsmentioning
confidence: 99%
“…To this aim, we adopt am axiom evaluation heuristic, based on possibility theory [11], which has been shown to be particularly reliable in view of the openworld semantics of RDF knowledge graphs [13]. The heuristic computes a possibility and a necessity for a given axiom; some particular cases, like the DisjointClasses axiom, require a slightly different treatment, whereby their necessity is always zero and only their possibility is computed [8], [9].…”
Section: Preliminaries a Owl Subclassof Axiomsmentioning
confidence: 99%