- From: Jeremy Wong <50263336@student.cityu.edu.hk>
- Date: Thu, 31 Mar 2005 09:54:08 +0800
- To: Chris Purcell <cjp39@cam.ac.uk>
- Cc: semantic-web@w3.org, 장민수 <minsu@etri.re.kr>
Good point! You cannot say that my argument is invalid. I cannot say that your argument is invalid. In reference to section 5.2 of OWL Reference, OWL tools should assume in principle that 2 URI references (John and Johnny) either the same or different individuals is possible. Jeremy ----- Original Message ----- From: "Chris Purcell" <cjp39@cam.ac.uk> To: "Jeremy Wong 黃泓量" <50263336@student.cityu..edu.hk> Cc: <semantic-web@w3.org>; "장민수" <minsu@etri.re.kr> Sent: Thursday, March 31, 2005 7:28 AM Subject: Re: An inconsistency or not? > You assert: > > card({...}) = 2 > > This is only true if John != Johnny, which we do not know. Your argument > is invalid. > >> It is my second reply. Consider the interpretation of the cardinality >> restriction.. >> >> {x ∈ O | card({y ∈ O∪LV : <x,y> ∈ ER(p)}) = n} >> >> Substitute n = 1, x = Harry, p = hasFather into the interpretation.. >> >> {Harry ∈ O | card({y ∈ O∪LV : <Harry,y> ∈ ER(hasFather)}) = 1} >> >> Then.. >> >> {y ∈ {S(John),S(Johnny)} | card({John ∈ O∪LV : <Harry,y> ∈ >> ER(hasFather)}) = 2 <> 1} >> >> Therefore the restriction (class axiom?), restriction(hasFather >> cardinality(1)), is not satisified. Hence the collection of axioms is not >> consistent. > >
Received on Thursday, 31 March 2005 02:06:08 UTC