Holomorphically convex hull

（重定向自Holomorphically convex）

In mathematics, more precisely in complex analysis, the holomorphically convex hull of a given compact set in the n-dimensional complex space C is defined as follows.

Let $G \subset {\mathbb{C}}^n$ be a domain (an open and connected set), or alternatively for a more general definition, let $G$ be an $n$ dimensional complex analytic manifold. Further let ${\mathcal{O}}(G)$ stand for the set of holomorphic functions on $G.$ For a compact set $K \subset G$ , the holomorphically convex hull of $K$ is

单词	Holomorphically convex
释义	Holomorphically convex 英语百科 Holomorphically convex hull （重定向自Holomorphically convex） In mathematics, more precisely in complex analysis, the holomorphically convex hull of a given compact set in the n-dimensional complex space C is defined as follows. Let $G \subset {\mathbb{C}}^n$ be a domain (an open and connected set), or alternatively for a more general definition, let $G$ be an $n$ dimensional complex analytic manifold. Further let ${\mathcal{O}}(G)$ stand for the set of holomorphic functions on $G.$ For a compact set $K \subset G$ , the holomorphically convex hull of $K$ is
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