Manifolds Without Complex Tangents
Let X be a compact set in ℂn which lies on a smooth k-dimensional (real) submanifold Σ of ℂn. Assume that X is polynomially convex. Under what conditions on Σ can we conclude that P(X) = C(X)?
KeywordsTangent Vector Complex Manifold Closed Unit Disk Smooth Submanifold Complex Tangent
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