Stein neighbourhoods of bordered complex curves attached to holomorphically convex sets

Abstract

In this paper we construct open Stein neighbourhoods of compact sets of the form $A\cup K$ in a complex space, where $K$ is a compact holomorphically convex set, $A$ is a compact complex curve with boundary $bA$ of class ${\mathcal{C}}^2$ which may intersect $K$, and $A\cap K$ is $\mathcal{O}(A)$-convex.

References in corpus (1)

• Euclidean domains in complex manifolds