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HOW SMALL CAN POLYNOMIALS BE IN AN INTERVAL OF GIVEN LENGTH? - MaRDI portal

HOW SMALL CAN POLYNOMIALS BE IN AN INTERVAL OF GIVEN LENGTH? (Q5107679)

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scientific article; zbMATH DE number 7194249
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HOW SMALL CAN POLYNOMIALS BE IN AN INTERVAL OF GIVEN LENGTH?
scientific article; zbMATH DE number 7194249

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    HOW SMALL CAN POLYNOMIALS BE IN AN INTERVAL OF GIVEN LENGTH? (English)
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    28 April 2020
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    integer polynomial
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    polynomials with bounded discriminants
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    Bernik's lemma
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    Haar measure
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    Hausdorff dimension
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    Diophantine approximation
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