NTAG Seminar: Mixed character sums
I will talk about a distributional result for 'mixed character sums', which are exponential sums with multiplicative coefficients given by values of a Dirichlet character. As a deterministic application, we construct polynomials with ±1 coefficients with large Mahler measure, establishing a new record in Mahler's problem. This is joint work with Jonathan W. Bober and Oleksiy Klurman.
| A Number Theory, Algebra and Geometry seminar | |
|---|---|
| Speaker(s) | Besfort Shala |
| Date | 3 December 2025 |
| Time | 12:30 to 12:30 |
| Place | Harrison Building 170 |
| Organizer | Christopher Lazda |


