Dear All,

Just quickly jotting down the questions I had (I hope I don't misquote anyone):

1) If E13 Attribute Assignment is problematic and should be used only for 
reifications, would that mean that P140, P141 can no longer have any 
subproperties? 

Christian-Emil: E13 shouldn't be restricted to reifications
George: sort out CRMbase first, then the extensions

And would we then need a new Class / superproperties, not with (1,1:—,—) ? The 
properties still seem to want to be grouped.

2) If P38 "deassigned" doesn't have (1,1:—,—), does this also apply to P37 
"assigned"? 
Think of having a list of URI identifiers and changing the base URL. 

George: argues that P38 should have (1,1:—,—)
Christian-Emil: sees the point, and the same with measurement. Decouple it from 
E13.

3) Condition States: One Assessment may create more than one Condition State. 
But are there "objective" Condition States that do not come from a Condition 
Assessment? I.e. is the quantification of P35 "has identified" really 
(—,—:0,n), or is it (—,—:1,n) ?

@Thanasis: sorry, I forgot which of the two versions would break some modelling 
principles. 

Best,
Wolfgang



> Am 09.09.2024 um 15:14 schrieb Martin Doerr via Crm-sig 
> <[email protected]>:
> 
> Dear Eleni, 
> 
> Please use the thread below for Issue 672. I propose to decide it in this 
> SIG, with all down-stream implications Christian-Emil is pointing to.
> 
> The comment in the last SIG:
> 
> "This will have implications for the S25 Relative Dimension construct in 
> sci." is obsolete. S25 will no more be under the umbrella of E13. This will 
> be in the solution of issue 602, interface between CRMsci and CRMinf, 
> consistently with the decision in CRMinf to regard E13 as subclass of I1 
> Argumentation, and not vice versa. 
> 
> 
> 
> 
> -------- Forwarded Message -------- Subject: Re: [Crm-sig] New ISSUE: 
> Quantifiers of P140,P141,P177 Date: Wed, 20 Mar 2024 15:10:22 +0200 From: 
> Martin Doerr <[email protected]> To: Christian-Emil Smith Ore 
> <[email protected]> 
> 
> On 3/20/2024 8:24 AM, Christian-Emil Smith Ore wrote:
>> That is true. Thanasis pointed out that a single condition assessment may 
>> comprise more than one thing. So P34 concerned (was assessed by) should not 
>> be (1.1:0:n).  In the other hand the same can be said about type assignment 
>> and P41 classified (was classified by) which currently  is (1,1:0,n). So 
>> maybe we should reconsider all the properties listed in my email. Again E13 
>> is a somewhat problematic class and should perhaps be confined to 
>> reifications.
> yes🙂🙂
>> 
>> Best,
>> Christian-Emil
>> 
>> 
>> From: Martin Doerr <[email protected]>
>> Sent: 19 March 2024 21:03
>> To: Christian-Emil Smith Ore
>> Subject: Re: [Crm-sig] New ISSUE: Quantifiers of P140,P141,P177 
>>   On a second thought: "deassigned" should not be subproperty of P14 co1. It 
>> violates (1,1: 0,n), isn't it?
>> 
>> 
>> On 3/19/2024 8:52 AM, Christian-Emil Smith Ore wrote:
>>> 
>>> Dear Martin,
>>> I have read this issue a little late. I have no problem with your 
>>> argumentation. There may be a side effect.
>>> P35:
>>> Quantification: many to many, necessary (1,n:0,n)
>>> 
>>> For all x,y we have P37(x,y) ⇒ P141(x,y)
>>> 
>>> Since the quantification of P35 is (1,n:0,n), then it may exist  P37(a,b) 
>>> and P37(a,c) and b is not c. (if not the quantification should be 
>>> (1,1:0,n). From the subproperty definition 
>>> P37(a,b) ⇒ P141(a,b) and  P37(a,c) ⇒ P141(a,c)
>>> so we can conclude that P141(a,b) and P141(a,c) which  contradicts the 
>>> proposed quantification (1,1:0,n) of P141. In general a subproperty cannot 
>>> have a less restrictive quantification than its superproperty. If I am 
>>> correct we have check the scopenotes of 
>>> P34, P35, P37, P38, P40, P42
>>> 
>>> P140 assigned attribute to (was attributed by)
>>> Domain: E13 Attribute Assignment Range:E1 CRM Entity
>>> Superproperty of:
>>> E14 Condition Assessment. P34 concerned (was assessed by): E18 Physical 
>>> Thing [ (1,n:0,n), not OK]
>>> E16 Measurement. P39 measured (was measured by): E18 Physical Thing [OK]
>>> E17 Type Assignment. P41 classified (was classified by): E1 CRM Entity   
>>> [OK]
>>> 
>>> P141 assigned (was assigned by)
>>> Domain: E13 Attribute Assignment
>>> Range:E1 CRM Entity
>>> Superproperty of:
>>> E14 Condition Assessment. P35 has identified (identified by): Ε3 Condition 
>>> State  [ (1,n:0,n), not OK]
>>> E15 Identifier Assignment. P37 assigned (was assigned by): E42 Identifier  
>>> [ (0,n:0,n), not OK]
>>> E15 Identifier Assignment. P38 deassigned (was deassigned by): E42 
>>> Identifier   [ (0,n:0,n), not OK]
>>> E16 Measurement. P40 observed dimension (was observed in): E54 Dimension [ 
>>> (1,n:0,n), not OK]
>>> E17 Type Assignment. P42 assigned (was assigned by): E55 Type [ (1,n:0,n), 
>>> not OK]
>>> 
>>> In all the scopepnotes (P34, P35, P37, P38, P40, P42 ) the instance of the 
>>> range is in singular number. So the quantifications can be adjusted without 
>>> problem.
>>> 
>>> 
>>> 
>>> Best, 
>>> Christian-Emil
>>> From: Crm-sig <[email protected]> on behalf of Martin Doerr via 
>>> Crm-sig <[email protected]>
>>> Sent: 24 January 2024 19:09
>>> To: crm-sig
>>> Subject: [Crm-sig] New ISSUE: Quantifiers of P140,P141,P177 
>>>   Dear All,
>>> 
>>> I remember a discussion about the quantifiers of P140, P141, assigns 
>>> attribute... 
>>> 
>>> As it stands now, they are both
>>> "many to many (0,n:0,n)".
>>> P177 assigned property of type, has 
>>> "many to many, necessary (1,n:0,n)"
>>> Firstly, all must be necessary. you cannot assign a property type without a 
>>> domain and range.
>>> Secondly, the scope notes of all these properties do use singular, "the":
>>> "This property associates an instance of E13 Attribute Assignment with the 
>>> type of property or relation that this assignment maintains to hold between 
>>> the item to which it assigns an attribute and the attribute itself"
>>> Thirdly, multiple values confuse which is which. 
>>> I remember a discussion that, theoretically, if you have:
>>> a) one domain, one type, many ranges
>>> b) many domains, one type, one range
>>> c) one domain, many types, one range,
>>> The propositions are well defined. I assume that this discussion was never 
>>> ended, nor such constraints be formulated in Logic. I doubt it can be in 
>>> FOL, and is, for any user, utterly confusing.
>>> The quantifiers must be: "many to one, necessary (1,1:0,n)"
>>> Generalizing single property assigments for ISSUE 602, this must be 
>>> resolved.
>>> 
>>> 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 
>>> 
>>> Email: [email protected] 
>>> Web-site: http://www.ics.forth.gr/isl
>> 
>> 
>> -- 
>> ------------------------------------
>> 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: [email protected] 
>> Web-site: http://www.ics.forth.gr/isl
> 
> 
> -- 
> ------------------------------------
> 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: [email protected] 
> Web-site: http://www.ics.forth.gr/isl
> 
> -- 
> ------------------------------------
> 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: [email protected] 
> Web-site: http://www.ics.forth.gr/isl
> _______________________________________________
> Crm-sig mailing list
> [email protected]
> http://cidoc-crm.org/crm-sig-mailing-list


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