On algebraic twists with composite moduli, II
Yongxiao Lin, Philippe Michel
TL;DR
This paper investigates bounds for correlation sums involving automorphic coefficients on GL(3) over Q with trace functions modulo composite numbers, extending previous research.
Contribution
It advances the understanding of automorphic coefficient correlations with trace functions for composite moduli, building on prior collaborative work.
Findings
Established new bounds for correlation sums on GL(3) with composite moduli.
Extended previous results to more general composite moduli cases.
Improved understanding of automorphic coefficients in the context of trace functions.
Abstract
We study bounds for correlation sums of automorphic coefficients on with trace functions of composite moduli. This is a sequel to our previous works with E. Kowalski and W. Sawin.
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