Universal Laurent series smooth up to a part of the boundary |
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Authors: | Konstantinos Makridis |
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Affiliation: | Department of Mathematics, University of Athens, Athens, Greece |
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Abstract: | We prove the generic existence of universal Laurent series in domains of infinite connectivity. The universal approximation is valid on a part of the boundary, while on another disjoint part of the boundary the universal function is smooth. |
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Keywords: | V. Bolotnikov |
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