Didn't most of us get in to this mathsy line of work precisely because we didn't need to memorise a load of stuff and could just work things out from first principles as and when required?
I remember memorizing a load of stuff for my math degree. How did you write proofs without memorizing terms like "Method of Frobenius", "triangle inequality", "Zorn's lemma", "Bolzano–Weierstrass theorem", "Cantor diagonalization", and so on?