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SUO: *Date 13 Feb 2002




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SUO WG Members,

I am returning, most likely a bit intermittently, to a more general
consideration of the conformance question.  Presently, I am working
with the following adaptation of the SUMO group's proposal:

| Conformance
|
| Implementations of S (= SUO) are "ontologies" or "information models".
| A conforming implementation is an ontology or information model Q
| such that all three of the following rules are satisfied:
|
| 1.  For every term t occurring in both Q and S,
|     the axioms for t in Q must be exactly those
|     axioms for t in S whose component terms t_j
|     all occur in L(Q).
|
| 2.  Every term t in Q is such that:
|
|     a.  t appears in S,
|
|     OR
|
|     b.  t has axioms in Q,
|
|         AND
|
|         the axioms that t has in Q are sentences of L(S),
|
|         OR
|
|         when the axioms that t has in Q  are translated from L(Q) to L(S)
|         they become sentences of L(S) that contain only the most specific
|         appropriate terms t_j that are axiomatized in S,
|
|     OR
|
|     c.  t is axiomatized in (or using) terms that have property 2b.
|
| 3.  Q is internally consistent and it is consistent with S,
|     that is, a contradiction cannot be derived by means of
|     first-order logic from the set of statements belonging
|     to either Q or S.
|
| Adapted from "IEEE Standard Upper Ontology (Draft Proposal)",
| Ian Niles and Adam Pease, Teknowledge Corp., 29 January 2002,
| http://ontology.teknowledge.com:8080/rsigma/FormalSUOdraft.rtf

I am also sampling the textual material that
I found by following the following pointers:

http://ontology.teknowledge.com/
http://ontology.teknowledge.com/cgi-bin/cvsweb.cgi/SUO/Merge.txt
http://ontology.teknowledge.com/cgi-bin/cvsweb.cgi/SUO/Merge.txt?rev=1.26&content-type=text/x-cvsweb-markup

The references that I presently have for KIF are here:

http://suo.ieee.org/suo-kif.html
http://logic.stanford.edu/kif/dpans.html

I would like to start out thinking about this material in purely
syntactic and proof-theoretic terms.  I may have forgotten how
to do this "purely" enough, so give me some time to remember.

From that perspective, I need to begin with the following questions:

1.  With regard to Clause 1, stating that implementations of the prospective
    standard S (= SUO) are "ontologies" or "information models", what does
    the actual text of an "ontology" or an "information model" look like,
    and, less purely speaking, how is it intended to be taken?

    I have been assuming up till now that an "ontology" in this sense
    is supposed to be "first order theory, more or less" (FOTMOL?),
    presented in the form of a "finite axiom set".  Is this right?

    I still do not get, probably from a lack of sufficient reading,
    what the definitive text for an "information model" looks like.
    Is it a theory, presented by axioms?  Or what?

2.  With regard to Clause 3, I cannot begin to examine this in a serious way
    without knowing the precise form of the inference rules or schemata that
    are intended to be used.  I could find no substantive information about
    the intended rules of inference in any of the above listed documents.

That seems like enough for now.

Jon Awbrey

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