Distribution of averages of Ramanujan sums
The author studies weighted Ramanujan sums \(c_k(j)\) such as \(\sum^k_{j=1} j^r c_k(j)\); more exactly the distribution of values and the limiting behavior of a normalized form. His results involve Bernoulli numbers and odd values of the Riemann zeta function. He generalizes this to sets of Beurling-type integers.
scientific article; zbMATH DE number 6120458
scientific article