Applications of Exponential Sums
Recent developments in Analytic Number Theory May 01, 2017 - May 05, 2017
Location: SLMath: Eisenbud Auditorium
exponential sums
Polya-Vinogradov inequality
trace formulas
Kloosterman sums
convolution sums
11N64 - Other results on the distribution of values or the characterization of arithmetic functions
11N75 - Applications of automorphic functions and forms to multiplicative problems [See also 11Fxx]
Sawin
We discuss recent work, including joint with with Emmanuel Kowalski and Philippe Michel, and possibly others, where new bounds on complete exponential sums were proved, which were then applied to analytic number theory problems. We will also discuss some general heuristics for how useful complete exponential sum estimates will be for a particular problem
Sawin Notes
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Sawin
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