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Stein Manifolds and Analytic Structures by felipeplatzi is a document available to read on EtoBox.
This chapter discusses Stein manifolds, which are holomorphic manifolds with many holomorphic functions. The chapter begins by introducing various notions of convexity that can be extended to subsets of holomorphic manifolds. It then defines holomorphically convex manifolds as manifolds where the holomorphically convex hull of any compact set is compact. Two examples of holomorphically convex manifolds are domains of holomorphy in Cn and compact holomorphic manifolds. The chapter explores properties of holo
- Author
- felipeplatzi
- Language
- EN