4 ms·
They (the space of complex points on any elliptic curve over C) are the same (homeomorphic) as topological spaces. However, they are not the same as complex ana
by williamstein 9y ago
They (the space of complex points on any elliptic curve over C) are the same (homeomorphic) as topological spaces. However, they are not the same as complex analytic manifolds, which is a stronger condition (requiring an analytic isomorphism, not just a topological one).
- stablemap 9y agoI should have said real manifolds; I thought that was what the parent comment had in mind but the brevity wasn't worth it. Of course, I've learned a lot about these things from your writings.