If $\alpha$ is an immersion, $\alpha$ needs to be a homeomorphism to guarantee that $\alpha(\mathbb{C})$ is a one dimensional submanifold of M.$M$.
|
2 | added 2 characters in body | ||
|
|
||||
|
|
1 |
|
||
|
If $\alpha$ is an immersion, $\alpha$ needs to be a homeomorphism to guarantee that $\alpha(\mathbb{C})$ is a one dimensional submanifold of M. |
||||
