To: | "Charles P. White" <charles.p.white@xxxxxxxxxxxx> |
---|---|
Cc: | "[ontolog-forum] " <ontolog-forum@xxxxxxxxxxxxxxxx> |
From: | Pat Hayes <phayes@xxxxxxx> |
Date: | Thu, 1 May 2008 20:45:41 +0200 |
Message-id: | <p06230913c43fbeb5128b@[192.168.8.171]> |
At 10:58 AM -0700 5/1/08, Charles P. White wrote:
Hello all, Often referred to as 'multiple inheritance'. They are quite
common in ontology work.
This according to perspective." That sounds like a rather general and permissive kind of
definition. Do you really need to go that far? Would it be enough to
have something like a hierarchy - a tree - but to allow branches to
merge downwards, so that a given entry might be on more than one path
from the root? A directed acyclic graph (DAG) rather than a tree?
Notice this still has the property that going downwards on any given
branch gives you progressively smaller categories, and it rules out
'loops' of inheritance.
You can't, other than by obvious tricks such as having a
collection of such designators for each item. But why do you need to?
You can maintain the structure in other ways. For example, an RDF
triple store can represent an arbitrary DAG structure, and all that is
required is that each entry have a unique name of some
kind.
Pat
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