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Evaluating a Generalization of the Winkler Extension in the Context of Ontology Mapping

Evaluating a Generalization of the Winkler Extension in the Context of Ontology Mapping. Maurice Hermans. Outline. Ontologies Ontology mapping Research question Similarities Compared similarities Proposed extension Evaluation Results. Ontologies.

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Evaluating a Generalization of the Winkler Extension in the Context of Ontology Mapping

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  1. Evaluating a Generalization of the Winkler Extension in the Context of OntologyMapping Maurice Hermans

  2. Outline • Ontologies • Ontologymapping • Research question • Similarities • Comparedsimilarities • Proposed extension • Evaluation • Results Bachelor Conference

  3. Ontologies • Provide a vocabulary of terms that describe a domain of interest • There are several ways in which ontologies can differ: • Encoding • Lexical • Syntactic • Semantic • Semiotic Bachelor Conference

  4. Ontologymapping • Knowledge systems used in the same domain can be built according to different specifications and requirements • Thismakes it very hard to exchange data between multiple knowledge systems which do not use the same ontology • Ontology mapping frameworks provide knowledge systems with the capacity to exchange information with other knowledge systems which use different ontologies. Bachelor Conference

  5. Research Question To what extend can string similarities, applied to concept names, be improved such that these are better suitedforontologymapping? Bachelor Conference

  6. String Similarities • Levenshtein • Uses the number of edit operations required to convert string one string toanother • Jaro • Uses the numberof matching characters between two strings and their relativeposition • Jaccard • Compares the sets of tokens of two strings • SoftTFIDF • Includestokens which are similar according to a secondary similarityfunction Bachelor Conference

  7. Winkler extension • Usesthe lengthof the of the longest common prefix of s and t to assign more favourableratings • Most commonlyusedwiththe Jarosimilarity • Where: Sim is the basis similarityand P’ the length of the common prefix bounded at 4 Bachelor Conference

  8. Proposed extension • Uses the length of the longest common substring of s and t to assign more favourableratings • ) • Where: Sim is the basis similarity, LCS the length of the longest common substringand S the scalingfor the bonus Bachelor Conference

  9. Example Two partial ontologies from the OAEI dataset Bachelor Conference

  10. Evaluation • Two datasets are used: • 2010 OntologyAlignment Evaluation Initiative • Dataset createdby Cohen et al. 2000 • Similarities are evaluatedusingprecisionandrecallvalues Bachelor Conference

  11. Results OAEI Cohen Optimalweightforboth datasets is around 0.8 Bachelor Conference

  12. Results OAEI Cohen Bachelor Conference

  13. Results OAEI Cohen Bachelor Conference

  14. Results OAEI Cohen Bachelor Conference

  15. Discussion Bachelor Conference

  16. Conclusion Bachelor Conference

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