%0 Journal Article
%T ON THE DISTRIBUTION OF A LINEAR SEQUENCE ASSOCIATED TO SUM OF DIVISORS EVALUATED AT POLYNOMIAL ARGUMENTS
%A Mehdi Hassani
%J Applicable Analysis and Discrete Mathematics
%D 2012
%I University of Belgrade and Academic Mind
%R 10.2298/aadm120207005h
%X Following the recent method of extsc{Deshouillers} and the author in the theory of distribution modulo 1, we show that the sequence with general term $b_n=displaystylesum_{mleq n}(m^2+1)/s(m^2+1)$ is dense modulo 1.
%K Divisor function
%K distribution modulo 1
%K sieve method
%U http://pefmath.etf.rs/vol6num1/AADM-Vol6-No1-106-113.pdf