On the divisors of shifted primes
Authors : Jean Marie De Koninck, Imre Katai
Pages : 998-1004
View : 10 | Download : 6
Publication Date : 9999-12-31
Article Type : Makaleler
Abstract :Let $\tau(n)$ stand for the number of positive divisors of $n$. Given an additive function $f$ and a real number $\alpha\in [0,1)$, let $\displaystyle{h_n(\alpha):= \frac 1{\tau(n)} \sum_{d\mid n \atop \{f(d)\}Keywords : Sum of divisors function, shifted primes