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Re: [ontolog-forum] Fwd: MOVED: Re: [ontology-summit] Hackathon: BACnet

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From: Deborah MacPherson <debmacp@xxxxxxxxx>
Date: Sat, 16 Mar 2013 15:38:28 -0400
Message-id: <EE4ECEA2-2BD8-4BD0-8E01-BE452640470F@xxxxxxxxx>
Hi - I put Steve's NAISC ttl file into topbraid and looked at it for awhile. Since omniclass 32 services already was based on this it wasn't revealing anything but these professions are a subset of more professions... I thought about combining with the BACnet- type products but could see how that would be anything new either. So, am not sure where to go with this. What is the objective of a BACnet ontology? The ideal inferences or assertions and over what kinds of data sets? Regards, deb

Sent from my iPhone

On Mar 16, 2013, at 2:06 PM, Simon Spero <sesuncedu@xxxxxxxxx> wrote:

On Sat, Mar 16, 2013 at 6:27 AM, Matthew West <dr.matthew.west@xxxxxxxxx> wrote:

Dear Simon,

This makes NAICS look much more like a dimension in a Business Intelligence context. These are strange creatures where the objective is to be able to summarize up quantitative data of one sort or another. What one cares about for this is that you have a series of one-to-many relationships to summarize up through. It is not important if they are the same type, just convenient.

That's what I said :-)   

What is necessary is that the relationships be subsumed under a parent relationship, and that that parent relationship be transitive.  In controlled vocabularies, these semantics  are provided by "the Hierarchical Relationship" (aka Broader Term, or BT).  

There are sub-relations of BT for  species/genus (BTG), individual/species (BTI), and part/whole (BTP). 

a BTI b ^ b BTG c ->  a BTI c 
a BTG b ^ a BTG c ->  a BTG c 
a BTP b ^ b BTP c ->  a BTP c 
a BT  b ^ b BT  c ->  a BT  c 

a BTI b -> a BT b
a BTG b -> a BT b
a BTP b -> a BT b 

Where a, b,  and c are intentional concepts.

 If [a] is entity to which the concept a refers, 

a BTI b -> Individual([a]) ^ Collection([b]) ^ isa([a],[b]) 
a BTG b -> Collection([a]) ^ Collection([b]) ^ genls([a],[b]) 
a BTP b -> Collection([a]) ^ Collection([b]) ^ partTypes([b],[a])

where partTypes([b],[a]) means that every intact [b] has at least one part that is an [a]. 

Part-hood is considered transitive (see e.g. Croft & Cruse (2004). Cognitive Linguistics, where Cruse reverses his position in Cruse (1986). Lexical Semantics.  Both books CUP).   
[Whilst we're talking CUP, Murphy (2008). Semantic Relations and the Lexicon. makes a fairly good case for treating hypero/hypo-nymy as being non lexical in nature.] 

It's not strictly necessary that the relationships be one-to-many (if scheme is poly-hierarchic, a value may be aggregated under more than one category.  How values are distributed amongst the aggregates is application specific (e.g. du assigns the entire size of a multiply linked file to a single, unspecifed  parent;  an equally valid semantics would have been  to divide the size equally amongst all the different parents within the scope of an execution; it would also be meaningful  to divide by the total number of links to the file. 


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