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This subtopic studies holomorphic convexity, describing convexity properties in complex analysis and their consequences for function theory.
32E05 studies holomorphically convex complex spaces in holomorphic convexity. It studies holomorphic convexity, pseudoconvexity, and the approximation properties that drive Stein-space theory.
Holomorphic Convexity (Wikipedia)
Used in several complex variables and complex geometry.
32E10 studies stein spaces, stein manifolds in holomorphic convexity. It studies holomorphic convexity, pseudoconvexity, and the approximation properties that drive Stein-space theory.
Holomorphic Convexity (Wikipedia)
Used in several complex variables and complex geometry.
32E20 studies polynomial convexity in holomorphic convexity. It studies holomorphic convexity, pseudoconvexity, and the approximation properties that drive Stein-space theory.
Holomorphic Convexity (Wikipedia)
Used in several complex variables and complex geometry.
32E30 studies holomorphic and polynomial approximation, runge pairs, interpolation in holomorphic convexity. It studies holomorphic convexity, pseudoconvexity, and the approximation properties that drive Stein-space theory.
Holomorphic Convexity (Wikipedia)
Used in several complex variables and complex geometry.
32E35 studies global boundary behavior of holomorphic functions in holomorphic convexity. It studies holomorphic convexity, pseudoconvexity, and the approximation properties that drive Stein-space theory.
Holomorphic Convexity (Wikipedia)
Used in several complex variables and complex geometry.
32E40 studies the levi problem in holomorphic convexity. It studies holomorphic convexity, pseudoconvexity, and the approximation properties that drive Stein-space theory.
Holomorphic Convexity (Wikipedia)
Used in several complex variables and complex geometry.