Dear All,

We just observed that the FOL statements of P89 should also contain the formulation that both places need to be at rest to each other (i.e., fall into the same geometric system). This needs to be checked for all place to place relations.

On 2/1/2024 9:04 PM, Martin Doerr via Crm-sig wrote:
Dear all,

I suggest the following addition to the scope note of P89, in yellow:

P89 falls within (contains)

Domain:

E53 <#_toc8104> Place

Range:

E53 <#_toc8104> Place

Quantification:

many to many, necessary, dependent (1,n:0,n)

Scope note:

This property identifies an instance of E53 Place that falls wholly within the extent of another instance of E53 Place.

It addresses spatial containment only and does not imply any relationship between things or phenomena occupying these places.

However, this property is also part of the fully developed path implied by P7 /took place at (witnessed), /from E4 Period through P161 has spatial projection, E53 Place, P89 falls within to E53 Place, where both places are defined in the same geometric system.

This property is transitive and reflexive.

Examples:

The area covered by the World Heritage Site of Stonehenge (E53) /falls within/ the area of Salisbury Plain (E53). (Pryor, 2016)

In first-order logic:

P89(x,y) ⇒E53(x)

P89(x,y) ⇒E53(y)

[P89(x,y) ∧P89(y,z)] ⇒ P89(x,z)

P89(x,x)

--
------------------------------------
  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
Email:mar...@ics.forth.gr Web-site:http://www.ics.forth.gr/isl

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--
------------------------------------
 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
Email:mar...@ics.forth.gr Web-site:http://www.ics.forth.gr/isl
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