Berke Topacogullari
Abstract
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We prove an asymptotic formula for a variant of the binary additive divisor problem with linear factors in the arguments, which has a power saving error term and which is uniform in all the parameters involved.
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We prove an asymptotic formula for a variant of the binary additive divisor problem with linear factors in the arguments, which has a power saving error term and which is uniform in all the parameters involved.
Key concepts: Mathematics, Divisor (algebraic geometry), Divisor function, Arithmetic, Pure mathematics