- #1
mikeeey
- 57
- 0
I know that manifolds are topological spaces that locally look like euclidean spaces near each point of and open neighbourhood
And non-euclidean spaces are the curved spaces or simply don't match the 5th euclid's axiomThanks .
And non-euclidean spaces are the curved spaces or simply don't match the 5th euclid's axiomThanks .