/lit/ - Literature

>>22630259

>no settled math anon
er. *raise hand*
thas me.

>Lobachevsky and bolyai
Thems the fellers.

>theorems in list
>theorem means math is fully settled
I see. Precluded by definition. Ok.

>learn the difference between axiom and theorem
I did refer to Euclid's fifth as a principle, not a theorem. I know they are different.

Page says an axiom is held as absolutely evident, which Euclid's fifth wasn't for 2000 years. This is what I mean by math not being stable.

>theorems still are absolutely proven tho
Per picrel: theorems are true within the parameters of certain assumptions. This is also what I mean by math not being certain: a formula that only works between (here) and (there).