Manfred Kühleitner, Werner Georg Nowak
Published 2012-04-05Version 1
The paper deals with lower bounds for the remainder term in asymptotics for a certain class of arithmetic functions. Typically, these are generated by a Dirichlet series which involves a product of Riemann zeta-functions of a special form.
On error term estimates à la Walfisz for mean values of arithmetic functions
On certain arithmetic functions involving exponential divisors, II
Higher uniformity of arithmetic functions in short intervals II. Almost all intervals
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