Meeting minutes
discussion on open issues and PRs of RDF Semantics
<niklasl> IPR(I) = { RE(x, y, z) | x ∈ IR, y ∈ IP, z ∈ IR } and F(I) = { RE(x, y, z)|<x, z> ∈ IEXT(y) }
<niklasl> Aren't irrational numbers in the set of literal values?
<niklasl> Is the fact that a specific proposition is of rdf:type rdfs:Proposition in the set of facts?
<niklasl> https://
<gb> Pull Request 91 A formal background to unify triples and triple terms (by franconi) [spec:substantive]
<niklasl> w3c/
<gb> CLOSED Issue 85 remove informative section about reification, collections, and containers from Semantics (by pfps) [spec:editorial]
<enrico> FEXT(G, I, A) = { RE( [I+A](s), I(p), [I+A](o) )|s p o. is in G };
<TallTed> doerthe — in https://
<TallTed> Possibly more easily visible by searching for "Given a blank node mapping A" in the preview, https://
<niklasl> @enrico see https://
<enrico> Conclusions: (1) we had a long discussion on PR#91, for which we have now a better formulation - doerthe will give her final approval, and (2) we had a long discussion on the well-foundedness of the current definition of RE (total injective mapping) - doerthe will try to find if there is any actual problem.
<gb> Issue 91 not found
<TallTed> G
<TallTed> Given a blank node mapping A, the set of all facts asserted by a graph G in an interpretation I is FEXT(G, I, A) = { < [I+A](s), I(p), [I+A](o) >£¸s p o. is in G }. We then observe that given a blank node mapping, the asserted facts of a graph with respect to an interpretation may not necessarily be among the facts of the interpretation.