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Eva Tesler's avatar

great article. a topic i have often wondered about. seems related to the question of whether maths is discovered or invented

i think that providing an example of a mathematical theorem that *doesn't* accord with physical reality (as far as we know...) would be helpful. even if, as you write, it "would be dull". Is there any maths that contradicts physical reality?

unrelated - would euclid's axioms be relevant here? the axioms of maths are based in physical reality, therefore isn't everything that follows also?

(speaking as a layperson. i have an undergad degree in biology and got a 'B' at maths a-level😀)

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