[topicmapmail] Re: context maps = application of set theory

[Martin Bryan]

> If you are still interested in my above "ramblings" than send me your
> (reasonable size please) model in any representation together with
extracted
> set of sets (like in (2)). I will try to create Prototype Context of your
> model (step  (3), (4) and (5).)  This will show cMap Syntax in action.
> After that? Who knows?

What is interesting is if you can do a transform on one set to find its
actual or potential overlap with the other map. I can't remember enough to
the rules for describing transforms to determine if this would be
meaningful. I leave the "model" to the mathematicians. Visualizations do not
appear to offer any advantages: I'm looking for the underlying maths.

Martin Bryan