On 12/18/2018 4:29 AM, Bruno Marchal wrote:
But mathematical objects are completely defined by their axioms.
No, they are not. All theories containing a bit of arithmetic have an
infinity of non isomorphic models/realities.
OK. Then how do you judge the truth of unprovable propositions? You
can't rely on a model when there are an infinity of different ones.
Brent
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