The duality of primitives as being in and out of of the universe of a
discourse is a problem

On Tue, Oct 3, 2023 at 9:45 AM Schmidle, Wolfgang via Crm-sig <
crm-sig@ics.forth.gr> wrote:

> Okay, last one. I had overlooked P82 "at some time within", and of course
> there is also P172 "contains" and P81 "ongoing throughout". The questions
> about P171 also apply to P172 / P81 / P82.
>
> So many possible shortcuts. Was there a reason for not making E94 Space
> Primitive a subclass of E53 Place? i.e. is it more on the side of "Period
> is a Spacetime Volume" or "Physical Thing defines but is not a Spacetime
> Volume"? The E59 scope note says "The instances of E59 Primitive Value and
> its subclasses are not considered elements of the universe of discourse the
> CIDOC CRM aims to define and analyse", but with E94 being a subclass of
> Appellation this might no longer be entirely accurate anyway.
>
>
> > Am 01.10.2023 um 14:09 schrieb Schmidle, Wolfgang via Crm-sig <
> Crm-sig@ics.forth.gr>:
> >
> > Some additional questions:
> >
> > P189 and P171:
> > E53 Place P171 at some place within E94 Space Primitive
> > is a strong shortcut of
> > E53 Place P89 falls within E53 Place P168 place is defined by E94 Space
> Primitive
> >
> > Should P171 and the proposed "is approximated by" shortcut be either
> both in CRMbase or both in CRMgeo?
> >
> > Would P171 be called "falls within" if it were introduced now?
> >
> > Should there be versions of P171 for time and spacetime volumes? i.e.
> > E93 Spacetime Volume P10 falls within SP7 Declarative Spacetime Volume
> P169i spacetime volume is defined by E95 Spacetime Primitive
> > E52 Time-Span P86 falls within SP10 Declarative Time-Span P170i time is
> defined by E61 Time Primitive
> >
> > P189 and Q11:
> > Does P189 indeed represent the same concept as Q11 in CRMgeo (v1.2)? For
> example, P189 is marked as reflexive (i.e. any place approximates itself),
> which is not possible for Q11 since its domain and range are not the same
> (Declarative Place approximates Place).
> >
> > P189 and P7:
> > E4 Period P7 took place at E53 Place
> > is an inverse shortcut of
> > E4 Period P161 has spatial projection E53 Place P89 falls within E53
> Place
> > P7(x,y) ⇒ (∃z) [E53(z) ∧ P161(x,z) ∧ P89(z,y)]
> > (leaving out the "same reference system" requirements)
> >
> > Could one say that it becomes a strong shortcut if we add the "will to
> approximate" to the long version? i.e.
> > P7(x,y) ⇔ (∃z) [E53(z) ∧ P161(x,z) ∧ P89(z,y) ∧ P189i(z,y)]
> >
> > This is not far away from Rob's starting point in issue 439 (Approximate
> Dimensions). In this issue, Martin argues that P189 shouldn't be used when
> one can establish "falls within". But it seems to me that
> > P89 + P189i = "is approximated from the outside by"
> > would work very well together.
> >
> > Best,
> > Wolfgang
> >
> >
> >> Am 26.09.2023 um 11:25 schrieb Schmidle, Wolfgang via Crm-sig <
> Crm-sig@ics.forth.gr>:
> >>
> >> I assume that P189i is the same as Q11i in CRMgeo. Since the shortcut
> would be in CRMgeo anyway, would it make sense to define shortcuts for STVs
> and Time-Spans in CRMgeo as well? I.e. for
> >>
> >> E93 Spacetime Volume Q12i is approximated by SP7 Declarative Spacetime
> Volume P169i spacetime volume is defined by E95 Spacetime Primitive
> >>
> >> E52 Time-Span Q13i is approximated by SP10 Declarative Time-Span P170i
> time is defined by E61 Time Primitive
> >>
> >> Best,
> >> Wolfgang
> >>
> >>
> >>> Am 25.09.2023 um 11:20 schrieb Martin Doerr via Crm-sig <
> crm-sig@ics.forth.gr>:
> >>>
> >>> Dear All,
> >>>
> >>> I propose a shortcut in CRMgeo for E53 Place P189i is approximated by:
> E53 Place P168 place is defined by : E94 Space Primitive,
> >>> for obvious practical reasons. It can have the same label.
> >>>
> >>> Best,
> >>>
> >>> Martin
> >>> --
> >>> ------------------------------------
> >>> Dr. Martin Doerr
> >>>
> >>> Honorary Head of the
> >>> Center for Cultural Informatics
> >>>
> >>> Information Systems Laboratory
> >>> Institute of Computer Science
> >>> Foundation for Research and Technology - Hellas (FORTH)
> >>>
> >>> N.Plastira 100, Vassilika Vouton,
> >>> GR70013 Heraklion,Crete,Greece
> >>>
> >>> Vox:+30(2810)391625
> >>> Email: mar...@ics.forth.gr
> >>> Web-site: http://www.ics.forth.gr/isl
> >>> _______________________________________________
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> >>
> >>
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