2 papers
math.NT2026
Sums of products of Kloosterman sums to prime power moduli
Djordje Milićević, Catherine Robinson, Chloe Shupe
We prove new bounds on complete sums of products of k additively shifted Kloosterman sums to odd high prime power moduli q=p^n, which feature substantially stronger power savings (…
math.CT2022
Homotopical models for metric spaces and completeness
Isaiah Dailey, Clara Huggins, Semir Mujevic +1
Categories enriched in the opposite poset of non-negative reals can be viewed as generalizations of metric spaces, known as Lawvere metric spaces. In this article, we develop model…