Re: Proof 0.999... is not equal to one.

Jesse F. Hughes a écrit :
"T.H. Ray" <thray123@xxxxxxx> writes:

Again, I don't see how the hypothesis that 2^{aleph_0} = aleph_1

is relevant to any of these claims. Are you
suggesting that if

2^{aleph_0} > aleph_1

then there would be finitely many reals between 0 and
1?
No, of course not. Again, you need to read everything
in context of the claims. There is much more to
Cantor's theory than this simple proposition. The OP's
claim depends on a geometrical interpretation of the
difference between 0.999... and unity. If the CH
is true, no such interpretation is possible. If the
CH is not used, the OP's terms are not differentiable.

Well, I guess I give up. I still fail to see the relevance of the
Continuum Hypothesis. Or what you mean by "differentiable".


It should be obvious at this stage that he is trolling ;-)


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