Hi,

I have been working on getting rid of the attribute finiteAggreagte and
replacing it with the more structured category FiniteAggregate.  See

  
http://sourceforge.net/p/open-axiom/code/2869/tree//trunk/src/algebra/aggcat.spad.pamphlet?diff=515862a75fcbc90e9951aa9f:2868

for its introduction.

While working through the semantics implications of category exports,
I've come to the conclusion that any domain D that satisfies the
category IndexedAggregate must also be morally finite.  For each
instance of such a domain would need to have a finite indices (because
the operations indices$D must return a list), and it would also need to
have a finite set of entries -- the operation entries$D must return a
list. 

Consequently, I am proposing to make IndexedAggregate(I,S) extends
FiniteAggregate(S) instead of HomogeneousAggregate(S).

Opinions?

-- Gaby


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