> Imagine math if we'd question the basic axioms. No need to imagine, it's enough to look into non-Euclidean geometry (obtained by excluding Euclid's fifth axi

> Imagine math if we'd question the basic axioms. No need to imagine, it's enough to look into non-Euclidean geometry (obtained by excluding Euclid's fifth axiom), non-standard models of geometry, or reverse mathematics (studying which axioms are necessary for a specific theorem to be provable).