- From: Jos De_Roo <jos.deroo.jd@belgium.agfa.com>
- Date: Mon, 4 Mar 2002 01:07:21 +0100
- To: pfps@research.bell-labs.com
- Cc: "www-webont-wg" <www-webont-wg@w3.org>
[...] > But the whole point is that, using your terminology, > > > log:entails > c' owl:oneOf ( r' ) . > r' a owl:Restriction . > r' owl:onProperty rdf:type . > r' hasClassQ c' . > r' maxCardinalityQ "0" . > > so an empty hypothesis entails a contradiction, which is a paradox. well, I wonder how an empty hypothesis could entail the graph _:c owl:oneOf ( _:r ) . _:r a owl:Restriction . _:r owl:onProperty rdf:type . _:r owl:hasClassQ _:c . _:r owl:maxCardinalityQ "0" . we have tried hard to achieve such a result with our understanding of owl-theory, but we can only achieve that after having asserted e.g. <pp#d> owl:oneOf ( <pp#s> ) . <pp#s> a owl:Restriction . <pp#s> owl:onProperty rdf:type . <pp#s> owl:hasClassQ <pp#d> . <pp#s> owl:maxCardinalityQ "0" . and that contains indeed a contradiction -- Jos De Roo
Received on Sunday, 3 March 2002 19:07:59 UTC