On the theory of $q$-complete spaces

Details On the theory of $q$-complete spaces On the theory of $q$-complete spaces

2008-10-04

arxiv.org/abs/0810.0782v1

Mathematics

Complex Variables

Scientific paper

In this article, we show that if $X$ is a Stein space of dimension $n$ and, if $D$ is a locally $q$-complete open set in $X$, then $D$ is $q$-complete. This gives, in particular, a positive answer to the local Steinness problem, which is one of the most classical problem in complex analytic geometry, namely, if $D$ is a locally Stein open set in a Stein space $X$, then $D$ is Stein

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