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Re: Poincare Conjecture
Posted:
Sep 17, 2006 9:04 AM


In article <ee45ki$8ki$1@panix2.panix.com>, lrudolph@panix.com (Lee Rudolph) wrote:
> By putting together a number of nontrivial theorems that were > proved decades ago, it can be shown that the Poincare Conjecture > is equivalent to the claim that under these conditions, M actually > is "just the same as" (technically, "homeomorphic to") the usual > inside of S. >
Well, I think what you're trying to say is that there is a statement about homotopy 3ball implies 3ball and it is equivalent to normal version of PC. That doesn't require any hard theorems, just standard algebraic topology. I there may be a little mixup here (cf my response to your other post).



