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> > > Assuming that this equation is solveable leads to the peculiar
> > > property that there will be sets that you can add a non-empty set
> > > to such that the result will be an empty. You might call them
> > > "negative sets" if you will.
> >
> > This is a discovery of negative tables/sets, right? (We are in the
very
> > beginning, therefore, of the classic sequence
> > negative->rational->complex numbers:-)
>
> Sort of. Perhaps you could treat them as some kind of generalized bag
> where a bag can contain an element -3 times. I doubt if that is
> really a new idea.
>
OK. We assign a weight to each element. Is there a definition of joint
operation upon such things?
> > Still something is not quite right here, and until things would be
> > cleaned up we cant expect those to be good concepts. Things that
> > bother me:
> >
> > 1. DUM (or '0') - is is a table with no rows an columns only (i), or
> > any table with empty set of rows (ii)?
>
> It is both because both tables are simply the empty set.
>
I'm kind of uneasy about set reductionism. This reminds me unfamous
0 = empty set
1 = {0}
2 = {0,1}
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Received on Sun Jan 21 2001 - 11:46:21 CST
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