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RE: [ontac-forum] Re: The world may fundamentally be inexplicable

To: ONTAC-WG General Discussion <ontac-forum@xxxxxxxxxxxxxx>
From: "Smith, Barry" <phismith@xxxxxxxxxxx>
Date: Thu, 05 Jan 2006 15:18:53 +0100
Message-id: <6.2.3.4.2.20060105151807.042fece8@xxxxxxxxxxxxxxx>
At 03:12 PM 1/5/2006, you wrote:
>I'm sure you don't need my permission, but since you ask - It is a valuable
>pursuit - go for it :)
>
>Person was just an example on my part also, the point is strong identity of
>concepts that may have a variable set of axioms or terms depending on
>context.  This applies to upper ontology concepts as well.    (01)

I am going for the upper upper ontology terms, the axioms governing 
which (or some of them at least) are not dependent on context.
BS    (02)



>-----Original Message-----
>From: ontac-forum-bounces@xxxxxxxxxxxxxx
>[mailto:ontac-forum-bounces@xxxxxxxxxxxxxx] On Behalf Of Smith, Barry
>Sent: Thursday, January 05, 2006 8:54 AM
>To: ONTAC-WG General Discussion
>Subject: RE: [ontac-forum] Re: The world may fundamentally be inexplicable
>
>At 02:48 PM 1/5/2006, you wrote:
> >Berry,
> >The important consensus that may have been reached is that there will be a
> >modular or context sensitive set of concepts and some way to select those
> >that should apply in a given condition.  Assuming that structure we can, of
> >course, work to maximize those concepts that are true without condition and
> >are generally accepted.  The good news is we can get started understanding
> >how we are going to modularize/contextualize and also start developing the
> >concepts.  So have we reached this consensus?
>
>Am I, and perhaps some others, allowed to work on maximize those
>concepts that are true without condition and are generally accepted?
>If so, then of course others are free to work on the modular side of
>things, too.
>
>
> >I do have a concern about your example, below.  It seems to imply that you
> >use a different definition of "person" depending on your needs - this is
>not
> >user friendly.
>
>I gave person merely as an example. I did not claim that it would be
>part of the upper level ontology on which agreement can be reached.
>BS
>
>
> >  Consider that we have specified that a "member" of a health
> >club is a person.  We need this to be a simple process with one definition
> >of person - not start asking if we mean 3D or 4D persons.  Components using
> >logics that operate on that specification or related Ontologies may then
> >want to make further assumptions about THAT SAME PERSON.  Another component
> >using another logic may want to make different assumptions about THAT SAME
> >PERSON.  For example, the role or aspect of that person as a legal entity
>is
> >very different from the aspect of that person in the physics of using
> >exercise equipment.  Aspects imply context, context implies a particular
>set
> >of axioms.
> >We don't (and should not have to) know the "application" when we have
> >selected a concept.  We should have strong identity for our concepts with
> >ways to attach appropriate axioms (Context being my approach to that
> >selection).  I think this is the same as John's sparse core ontology.
> >-Cory
> >-----Original Message-----
> >From: ontac-forum-bounces@xxxxxxxxxxxxxx
> >[mailto:ontac-forum-bounces@xxxxxxxxxxxxxx] On Behalf Of Smith, Barry
> >Sent: Thursday, January 05, 2006 6:21 AM
> >To: ONTAC-WG General Discussion
> >Cc: ceusters@xxxxxxxxxxx
> >Subject: Re: [ontac-forum] Re: The world may fundamentally be inexplicable
> >
> >John takes his pessimistic assumption that the world may be
> >fundamentally inexplicable to imply that it will be a very small
> >upper level ontology upon which we all can agree. From this he infers
> >that we should strive to keep it very small. I, in contrast, think
> >that our job should be to maximize as far as possible the number of
> >axioms on which we can agree, and work from there.
> >
> >Here some proposals, which would be in addition to the many axioms
> >governing dimensionality and before/after which John himself allows:
> >
> >The upper ontology should contain at least the following top-level
> >categories:
> >
> >Independent Continuant
> >Dependent Continuant
> >Process (aka Occurrent)
> >
> >We then have axioms unpacking:
> >
> >Independent Continuant is_a 3 D entity (e.g. me)
> >Dependent Continuant is_a 0,1,2 or 3 D entity (e.g. the color of this
> >bruise)
> >Boundary of Independent Continuant is_a 0,1 or 2 D entity (e.g. my
> >outer surface)
> >Extended Process is a (1,2 or 3)+t D entity (e.g. my life)
> >Boundary of Process is a (0, 1 or 2)+t D entity (e.g. my death)
> >
> >where t stands for the dimension of time.
> >
> >Note that the fact that the ontology contains these three categories,
> >does not mean that everyone who uses it must be committed to using
> >all three. Thus 4-dimensionalists would just use the Process category
> >(and reclassify the examples above accordingly; thus they would not
> >talk about Bill Clinton, but rather about a very slow
> >BillClintonizing process).
> >
> >We would also have axioms such as:
> >
> >No part of an independent continuant is part of a dependent continuant
> >No part of a dependent continuant is part of an independent continuant
> >No part of a process is ever part of a continuant
> >No part of a continuant is ever part of a process
> >Every dependent continuant depends on one or more independent continuants
> >
> >In addition the ontology would distinguish between types (aka
> >universals, classes) (among which the categories mentioned above
> >would be included at the highest level) and instances (aka
> >individuals, particulars), with corresponding axioms formulated for
> >the different <instance, instance>, <instance, type>, and <type,
> >type> relations defined in the OBO Relation Ontology at
> >http://genomebiology.com/2005/6/5/R46. Thus for example that,
> >
> >          for all instances a, b of independent continuants then
> >
> >          a adjacent_to b implies b adjacent_to a
> >
> >Many of the mentioned axioms (and the many which can be formulated in
> >a similar vein) are, of course, trivial, to human beings. But not
> >all. (Thus, for example, an axiom asserting the symmetry of the
> >adjacency relation does not hold on the level of types, and the same
> >holds e.g. for the relation of simultaneity in the dimension of time.)
> >
> >For computers, though, we need to write down even trivial axioms.
> >Let's do that, shall we? Anyone who objects to a specific axiom
> >should then speak up, but perhaps we might all agree to refrain from
> >formulating general embargoes on the very activity of formulating axioms.
> >
> >BS
> >
> >At 05:36 AM 1/5/2006, you wrote:
> > >I received the following offline comment, and I gave
> > >the same response I've been giving for the past
> > >several years.
> > >
> > >John Sowa
> > >
> > >-------- Original Message --------
> > >
> > >Nobody knows exactly how many theories will be needed:
> > >
> > >>But I don't have any good idea **how many** logically
> > >>different theories will in fact be required.  I do have
> > >>a strong suspicion that it will not be as many as one
> > >>would suppose after a casual glance at the different
> > >>upper ontologies that people have proposed.
> > >
> > >But there are certain things that are pretty safe bets:
> > >
> > >  1. There will be categories called Time, Space, Object,
> > >     Process, etc.
> > >
> > >  2. There will be some assumptions common to all the
> > >     axiomatizations:  time will have a before and
> > >     after, and space will have 3 dimensions.
> > >
> > >  3. But beyond that, all bets are off.  It would be
> > >     a mistake to adopt situation calculus instead of
> > >     pi calculus for reasoning about time; it would be
> > >     a mistake to insist on either 3D or 4D treatments
> > >     of space-time; it would be a mistake to insist
> > >     that objects are "ontologically prior" to processes;
> > >     it would be a mistake to say that a vase and the
> > >     lump of clay from which it is made must be or must
> > >     not be considered different entities.
> > >
> > >That's why the only thing you can insist on is a very
> > >sparse, very limited set of common axioms.  At that
> > >level, you can't do much problem-oriented reasoning.
> > >
> > >For more detailed reasoning in specific applications,
> > >you need the problem-oriented modules or microtheories.
> > >
> > >John
> > >
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