Analytic polyhedron

（重定向自Polynomial polyhedron）

In mathematics, especially several complex variables, an analytic polyhedron is a subset of the complex space $C$ of the form

where $D$ is a bounded connected open subset of $C$ and $f_j$ are holomorphic on $D$ . If $f_j$ above are polynomials, then the set is called a polynomial polyhedron. Every analytic polyhedron is a domain of holomorphy and it is thus pseudo-convex.

单词	Polynomial polyhedron
释义	Polynomial polyhedron 英语百科 Analytic polyhedron （重定向自Polynomial polyhedron） In mathematics, especially several complex variables, an analytic polyhedron is a subset of the complex space $C$ of the form where $D$ is a bounded connected open subset of $C$ and $f_j$ are holomorphic on $D$ . If $f_j$ above are polynomials, then the set is called a polynomial polyhedron. Every analytic polyhedron is a domain of holomorphy and it is thus pseudo-convex.
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