Jesse F. Hughes a écrit : > "T.H. Ray" <thray123@aol.com> 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 ;-)
