Ahmet M. Guloglu, C. Wesley Nevans
Published 2008-01-18Version 1
We study sums with multiplicative functions that take values over a non-homogenous Beatty sequence. We then apply our result in a few special cases to obtain asymptotic formulas such as the number of integers in a Beatty sequence representable as a sum of two squares up to a given magnitude.
Asymptotic Formulas and Sign-changes of Coefficients of Hauptmoduls on $Γ_0(p)$
Completely multiplicative functions taking values in $\{-1,1\}$
On binary correlations of multiplicative functions
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