Topacogullari, Berke2019-01-312019-01-312019-01-312018-12-0110.1093/imrn/rnx111https://infoscience.epfl.ch/handle/20.500.14299/154242WOS:000456064400007We prove an asymptotic formula for the shifted convolution of the divisor functions d(k)(n) and d(n) with k >= 4, which is uniform in the shift parameter and which has a power saving error term, improving results obtained previously by Fouvry and Tenenbaum and, more recently, by Drappeau.MathematicsMathematicskloosterman sumsboundsThe Shifted Convolution of Generalized Divisor Functionstext::journal::journal article::research article