Re: Help in answering news story on refutation of fermat's last theorem



"Mark Nudelman" <markn@xxxxxxxxxxxxxxxxxxxxx> writes:

> I wonder what he thinks it means for an axiom to be "false". Axioms can be
> inconsistent, but how can they be false?

The same way any other statement can be false. If you take as an
axiom "0=1", you have a false axiom.
.