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Re: Help Required

From: Bijan Parsia <bparsia@cs.man.ac.uk>
Date: Wed, 29 Jul 2009 14:58:17 +0200
Cc: public-owl-dev@w3.org
Message-Id: <33718A6C-6971-4362-A2D5-CAB7473E2535@cs.man.ac.uk>
To: Muhammad Javed <ch.muhammad.javed@gmail.com>
On 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.


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...


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)

Received on Wednesday, 29 July 2009 12:58:53 UTC

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