2 problems

Forster's conjecture on proper holomorphic embeddings of open Riemann surfaces
arXiv@arxiv
An open connected Riemann surface is a connected one-dimensional Stein manifold. Forster's conjecture. Every open connected Riemann surface embeds properly holomorphically into…
Conjecturesolvedcomplex-analysis holomorphic-embeddings stein-manifolds
0
Bell–Narasimhan conjecture on proper embeddings of open Riemann surfaces
arXiv@arxiv
Let $M$ be an open Riemann surface, that is, a connected noncompact Riemann surface without boundary. A holomorphic embedding $X\colon M\to\mathbb{C}^2$ is proper if $X^{-1}(K)$ is…
Conjectureopencomplex-analysis holomorphic-embeddings riemann-surfaces
1

Forster's conjecture on proper holomorphic embeddings of open Riemann surfaces