Re: Issues with classification a#b, a##b

> >> This still does not answer the question why RIF should introduce its o=
> wn
> >> ontology vocabulary.
> >=20
> > The reason is very simple. In this way RIF will have a standard (from t=
> he
> > object-oriented point of view) minimalistic theory of class hierarchies=
> =2E
> > Any other theory that has its own subclass mechanisms (like RDF) can be=
> 
> > hooked up to RIF's theory using the simple rules like
> >=20
> > ?p # ?t :- ?p[rdf:type -> ?t] .
> > ?p ## ?t :- ?p[rdfs:subClassOf -> ?t] .
> >=20
> > Thus, the different theories that will be imported into different RIF
> > modules will be able to interoperate and integrate their class hierarch=
> ies
> > through the RIF's simple model.
> 
> There are already two standard Semantic Web languages for the purpose of
> interoperating and integrating ontological information (including class
> hierarchies), namely RDFS and OWL.  I argue that we should use these
> languages for expressing and integrating class information, rather than
> inventing a new one.
> I know that RDF Schema has some features which make the language overly
> complex.  However, through syntactical restriction things can be made a
> lot easier (e.g. [1], which includes all the standard uses of the RDFS
> ontology vocabulary).

OWL and RDF are external languages to RIF. Even *if* we could use one of
these for the class hierarchy theory, these are one too many.

If you want to interchange things through RIF you need RIF to provide a
standard medium so that others would map into it. The classification terms
are ideal for these, since they are minimalistic and whatever extras other
theories impose can be specified by adding a small number of rules.

More reasons:

1. RIF is not just about the web, but a rule interchange format.
2. One of the most useful thing that RIF will provide is a language for
   integrating various knowledge pieces over the Web. If you want to
   interoperate among the various KBs you need to provide a clean,
   minimalistic theory of classes through which to interchange.

To me this is as obvious as 2 x 2 = 4.


	--michael  



> Best, Jos
> 
> [1] Sergio Mu=F1oz, Jorge P=E9rez, Claudio Guti=E9rrez: Minimal Deductive=
> 
> Systems for RDF. ESWC 2007: 53-67.
> http://www.eswc2007.org/pdf/eswc07-munoz.pdf
> 
> >=20
> >=20
> > 	--michael =20
> >=20
> --=20
> Jos de Bruijn            debruijn@inf.unibz.it
>                       http://www.debruijn.net/
> ----------------------------------------------
> As far as the laws of mathematics refer to
> reality, they are not certain; and as far as
> they are certain, they do not refer to
> reality.
>   -- Albert Einstein
> 
> 
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> --------------ms040309030900050603010107--
> 

Received on Tuesday, 31 July 2007 13:31:23 UTC