A property of connected Baire spaces
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JesΓΊs Ferrer
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Article
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1997
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Elsevier Science
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English
β 190 KB
We give a topological version of a classical result of F. Sunyer Balaguer's on a local characterization of real polynomials. This is done by studying a certain property on a class of connected Baire spaces, thus allowing us to obtain a local characterization of repeated integrals of analytic maps on