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Can a semantic web Ontology have the same expressivity but a different profile?

开发者 https://www.devze.com 2023-01-09 06:50 出处:网络
I\'m analyzing some ontologies with the pellet reasoner, but I\'m getting some strange results. When I perform the \"pellet info\" method on an ontology, and compare the OWL Profile to the DL Expressi

I'm analyzing some ontologies with the pellet reasoner, but I'm getting some strange results. When I perform the "pellet info" method on an ontology, and compare the OWL Profile to the DL Expressivity, I sometimes get ontologies that have different expressivities bu 开发者_JAVA百科the same profile. That seems at least plausible, but then I am also finding ontologies with the same expressivity but different OWL Profiles. How is this possible, since the profile is a mark of the ontology's expressivity and reducibility in the first place?


If you're considering comparing ontologies under OWL2 (based on SROIQ) in general and, for example, a profile which is a sub-language such as OWL-EL (based on EL++), then it is conceivable that an ontology can have the same expressivity and different 'profile', if you consider full OWL2 to be a 'profile' and expressivity to be DL-expressivity, since SROIQ subsumes EL++.

However, if by profile you strictly mean one of the three distinct OWL2 profiles; OWL2-EL, OWL2-QL and OWL2-RL, then it is still possible that two ontologies with different OWL2 profiles can indeed have the same expressivity (at least, DL-expressivity) as these profiles are underpinned by description logics that may have some intersecting expressivity.

For example, ontologies in the OWL2-EL profile (based on EL++) and in the OWL2-QL profile (based on DL-Lite), both of these description logics can express things such as:

  • Concept inclusion axioms
  • Instance assertions against concepts and roles
  • Existential property restrictions
  • Conjunctive concept expressions

Ontologies in either profile (EL, QL) which are restricted to usage of the DL constructs which are common to both would therefore have the same DL-expressivity.

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