On an average ternary problem with prime powers
Marco Cantarini, Alessandro Gambini, Alessandro Languasco, Alessandro, Zaccagnini
TL;DR
This paper advances the study of ternary additive problems involving prime powers by analyzing average behaviors, contributing to the understanding of prime power representations.
Contribution
It extends previous work by providing new average estimates for ternary problems with prime powers.
Findings
New average bounds for ternary prime power problems
Enhanced understanding of prime power representations in additive problems
Progress towards solving related conjectures
Abstract
We continue our recent work on averages for ternary additive problems with powers of prime numbers.
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