Triple Divisor Function Estimates (series unlisted)

Abstract: This lecture discusses Maynard's refinements to earlier work on triple divisor function estimates, which are needed to understand convolutions of three terms in the initial treatment of Maynard's main theorem via Harman's sieve. These results rely on estimates for hyper-Kloosterman sums which follow from Deligne's resolution of Weil conjectures.

number theory

Audience: researchers in the topic

London ANT Study Group