A Semantic Importing Approach to Knowledge Reuse from Multiple Ontologies (Poster)

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Jie Bao

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Center for Computational Intelligence, Learning, and Discovery Artificial Intelligence Research Laboratory Department of Computer Science ,[object Object],Acknowledgements : This work is supported in part by grants from the National Science Foundation (IIS-0639230) to Vasant Honavar. A Semantic Importing Approach to Knowledge Reuse from Multiple Ontologies Jie Bao, Giora Slutzki, and Vasant Honavar 3 – P-DL Semantics and Features REFERENCES ,[object Object],[object Object],[object Object],[object Object],2 – P-DL Syntax Package-based Description Logics (P-DL), a modular ontology language that extends DL ,[object Object],[object Object],O 1 (General Animal) O 2 (Pet) ,[object Object],[object Object],[object Object],Lack of support for modular ontologies in OWL owl:import = copy-and-paste Recent development in modular ontologies… In this paper, we present two algorithms A and B to … (Alice, 2001) (Bob, 2007) Recent development in modular ontologies… In this paper, we extend the algorithm A proposed by (Alice,2001) … copy+paste ,[object Object],[object Object],Analogy: Paper writing, OWL style Recent development in modular ontologies… In this paper, we extend the algorithm A proposed by (Alice,2001) … Recent development in modular ontologies… In this paper, we present two algorithms A and B to … Contextualized negation helps preserve the context of an axiom Black, White  1 White = Black  2 White = Black ⊔ Red ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],Dog Pet Animal P 1 P 2 P 3 Bird ⊑ Fly NonFly=  1 Fly P 1 P 2 Penguin ⊑ Bird Penguin ⊑ NonFly Bird ⊓ NonFly unsat Bird ⊓ NonFly unsat Localized Semantics P-DL Supports SHOIQP: concept, role and nominal importing between SHOIQ modules Preservation of unsatisfiability Transitive Reusability Dog ⊑ Animal P-DL compared with related work 1,4 Limited Support 2,3 May be simulated using syntactical encoding C is an i-concept, D is a j-concept, E is a k-concept; P is an i-role, R is a j-role, Q is a k-role; x is an i-individual, y is a j-individual; i  j, j  k. All formulae represent module j’s point of view. Bird NonFly ⊑ ⊑ 1 – Motivation owl:imports

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