On Complete Rational Arithmetic Sums of Polynomial Values


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New estimates are obtained for complete arithmetic sums of polynomial values (exponential sums, sums of Dirichlet characters, and sums of Bernoulli polynomials) in the case where the derivative of the polynomial in the argument of the sum has no multiple roots modulo primes dividing the period of these arithmetic sums.

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V. Chubarikov

Faculty of Mechanics and Mathematics

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Email: chubarik2009@live.ru
俄罗斯联邦, Moscow, 119991

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