Estimates for Sums Involving the Largest Prime Factor of an Integer and Certain Related Additive Functions

@inproceedings{IVIe1980EstimatesFS,
title={Estimates for Sums Involving the Largest Prime Factor of an Integer and Certain Related Additive Functions},
author={ALEKSANDAR IVIe},
year={1980}
}

ALEKSANDAR IVIe

Published 1980

Let P(n) denote the largest prime factor of an integer n=2, and let fl (n) = Z P , B (n) = Zap, B, (n) = Zp a . Pln Palln Palln Asymptotic formulas for stuns of quotients of these functions are derived . The estimates are made to depend on yr (x, y), the number of integers not exceeding x, all of whose prime factors do not exceed y .