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To: Free ThinkerNY

The topological conundrum essentially states that any three-dimensional space without holes in it is equivalent to a stretched sphere.

I could told them that ...


13 posted on 03/23/2010 12:42:06 PM PDT by clamper1797 (Would you hold my hand ... If I saw you in heaven ... to my angel in heaven)
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To: clamper1797

So could I.

But can you prove it?


29 posted on 03/23/2010 12:49:31 PM PDT by DuncanWaring (The Lord uses the good ones; the bad ones use the Lord.)
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To: clamper1797
I could told them that ...

Of course--but the trick is to prove it.

32 posted on 03/23/2010 12:52:24 PM PDT by ShadowAce (Linux -- The Ultimate Windows Service Pack)
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To: clamper1797

“The topological conundrum essentially states that any three-dimensional space without holes in it is equivalent to a stretched sphere.

I could told them that ...”

Yeah, no kidding. I was working on the Navier–Stokes existence and smoothness problem or I’d have clued them in long ago.


33 posted on 03/23/2010 12:52:54 PM PDT by USMCPOP (Father of LCpl. Karl Linn, KIA 1/26/2005 Al Haqlaniyah, Iraq)
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