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Help RequiredHi,
I would like to ask that 1_ How one can define Axioms..... Is it a part of Ontology ? OR Different Property Characteristics combine together and present an axiom.
1_ How one can define Ontology. Is it a tuple of C, P and I OR It consist of C, P ,I Restrictions and Axioms...
Please need your comments to clarify things.... ---------------------------------------------- Muhammad Javed PhD Research Student |
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Re: Help RequiredOn 29 Jul 2009, at 10:49, Muhammad Javed wrote:
> Hi, > > I would like to ask that > > 1_ How one can define Axioms..... > > Is it a part of Ontology ? OR > > Different Property Characteristics combine together and present an > axiom. http://www.w3.org/TR/2009/CR-owl2-syntax-20090611/#Axioms I would say that an axiom is a closed well formed formula. > 1_ How one can define Ontology. > > Is it a tuple of C, P and I OR > > It consist of C, P ,I Restrictions and Axioms... http://www.w3.org/TR/2009/CR-owl2-syntax-20090611/#Ontologies I would say, as a very first approximation, that an Ontology is a set of axioms. It's a very first approximation because, for example, we can distinguish two ontologies by name, we can further distinguish them by a set of ontology annotations, and we can even further distinguish them by their imports substructure. So, structurally, we can define an OWL ontology as: 1) an object 2) which has a (possibly empty) name slot) 3) which has a (possibly empty) set of annotations 4) that roots a (possibly empty) set of directly imported ontologies 5) and contains a set of axioms (including declaration axioms) Cheers, Bijan. |
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Re: Help RequiredOn Jul 29, 2009, at 3:49 AM, Muhammad Javed wrote: Hi,
Yes.
Pat Hayes
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