PPT Slide
0. A set LV and a mapping XL from <qLiteral> to LV
1. A nonempty set IR of resources, called the domain or universe of I.
2. A non-empty subset IP of IR called Properties
3. A mapping IEXT from IP into the powerset of IRx(IR union LV)
4. A mapping IS: vocab(I) -> IR
if E is a <uriref> or <anonNode> then I(E) = IS(E)
if E is a <qLiteral> then I(E) = LV(E)
if E is an asserted triple with the form s p o
then I(E) = true iff <I(s),I(o)> is in IEXT(I(p)), otherwise I(E)= false.
if E is a set of triples then I(E) = false just in case I(E') = false for some asserted triple E' in E, otherwise I(E) = true.
if E is an <ntripleDoc> then I(E) = true if I[A](set(E))=true for some A defined on anon(E), otherwise I(E)= false
This set is probably finite