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Subject: [xtm-wg] Equivalence between TM,RDF,Conceptual Graphs?
I just resurrected a bit of work I did a while ago, and thought it might be
interesting. I looked at differences in the representation of a simple
property in Conceptual Graphs, RDF, and Topic Maps. This was before XTM, so
it uses ISO terminology. I didn't include KIF, since Conceptual Graphs and
KIF are inter-convertable and I find CGs much more readable. The
representations are given both in natural language and in a simple,
semi-structured syntax.
I'm inviting comments and thoughts relating to the equivalence or
non-equivalence of these representations, limitations, benefits, and so on.
I won't make any of my own here, to avoid making this post long and
unreadable.
The example is this, in natural language:
"Shoe #257 is red"
1)Conceptual Graphs
"Shoe #257 has a property of type Color, whose value is Red."
relation:{type:PROP,
concept:{type:Shoe, val:#257},
concept:{type:Color, val:Red}
}
=================================================
2) RDF
"#Shoe/257 has a property Color,
the value of which is red."
description:{about:#Shoe/257, Color:Red}
=================================================
3)Topic Maps (using facets)
"The facet Color applies to the object
#tt-shoe-257, for which its value is Red."
facet:{linktype:Color,fvalue:{facetval:Red, href:#tt-shoe-257}}
==================================================
4) Topic Maps (using occurrances)
"There is a topic having id=tt-shoe-257,
which is a type of topic tt-shoe. Information
describing its color occurs at http://standards.org/color/red."
topic:{id:tt-shoe-257, types:tt-shoe,
occurs:{occrl:ColorDescription, href:http://standards.org/color/red}
}
(I didn't produce a representation using a TM association, would anyone like
to do so?)
Regards,
Tom P
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