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On 06/05/2025 14:10, Julio Di Egidio wrote:This one?On 06/05/2025 01:57, Julio Di Egidio wrote:>
Speaking of which, what do you even think this thread isThe underlying presumption being that a mathematics that
about?? THERE IS NO SUCH THING AS THE EXTRA-ORDINARY,
in ordinary and/or concrete (foundational!) mathematics:
so in any mathematics! That's eventually my thesis.
cannot be instantiated is at best an exercise in futility.
Now try and give me a counter-example... that does notYou cannot, can you. LOL
rely on [i.e. assume] the real numbers being uncountable.
Here is a very interesting one [*], M. Rathjen,
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