- From: Peter F. Patel-Schneider <pfps@research.bell-labs.com>
- Date: Mon, 26 Aug 2002 23:55:01 -0400 (EDT)
- To: sandro@w3.org
- Cc: www-rdf-interest@w3.org
From: Sandro Hawke <sandro@w3.org> Subject: Re: Layering LX (or FOL) on RDF Date: Mon, 26 Aug 2002 21:25:26 -0400 [...] > > > I'm proposing that the logical formula > > > > > > % there exists a triple whose subject is itself > > > exists t subjTerm predTerm objTerm pred obj ( > > > rdf(t, lx_subjectTerm, subjTerm) & > > > rdf(subjTerm, lx_denotation, t) & > > > rdf(t, lx_predicateTerm, predTerm) & > > > rdf(predTerm, lx_denotation, pred) & > > > rdf(t, lx_objectTerm, objTerm) & > > > rdf(objTerm, lx_denotation, obj) > > > ) [...] > > > has the same meaning as any other formula which contradicts the > > > layering axioms or contradicts itself, such as > > > > > > % there exists some triple which is both true and false > > > exist a b c ( > > > rdf(a,b,c) & -rdf(a,b,c) > > > ) > > > > Again, what logical formula is this supposed to be? > > It's a way of saying (p & -p), but I'm restricting myself to the LX > subset of FOL where at the moment I'm only allowing one predicate, the > ternary "rdf". I don't think this restriction has any serious > utility, it just made defining the language's relationship to RDF > easier. Sorry. My point was more that the formulae themselves, if read literally, don't seem to match up with the comments attached to them. [...] peter
Received on Monday, 26 August 2002 23:55:10 UTC