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Example of a thick polynomially convex compact subset of space C\(^2\), with connected interior, on which not every continuous function analytic at interior points is uniformly approximable by polynomials - MaRDI portal

Example of a thick polynomially convex compact subset of space C\(^2\), with connected interior, on which not every continuous function analytic at interior points is uniformly approximable by polynomials (Q1843688)

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scientific article; zbMATH DE number 3440790
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Example of a thick polynomially convex compact subset of space C\(^2\), with connected interior, on which not every continuous function analytic at interior points is uniformly approximable by polynomials
scientific article; zbMATH DE number 3440790

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    Example of a thick polynomially convex compact subset of space C\(^2\), with connected interior, on which not every continuous function analytic at interior points is uniformly approximable by polynomials (English)
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    1974
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