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Richard, U Misunderstand Goedel.
Forum List  Follow Ups  Post Message  Back to Thread Topics  In Response To Posted by Alexander on May 2, 2001 17:39:25 UTC 
Godel did NOT prove that math is irrational. What his theorem says is that given rich enough set of axioms u can bild a theory wich is completely correct, but to prove it correctness u may need extra axioms. So, in effect, he proven that actually, math u can derive from axioms can be more reach that the initial set of axioms itself. And it is always correct math.


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