Moments and hybrid subconvexity for symmetric-square L-functions

Abstract: I will discuss some recent work on moment problems for symmetric-square L-functions. One application of this work is a hybrid subconvexity result for these L-functions, and another is a short interval Lindelof-on-average bound. I will also discuss some of the motivation for these problems, which relates these L-functions to the equidistribution of cusp forms on the modular surface.

number theory

Audience: researchers in the topic

Rutgers Number Theory Seminar

Series comments: Seminar talks in this series will be conducted via Zoom. To join our mailing list and/or receive Zoom links and meeting passwords, please email Alexander Walker (alexander.walker@rutgers.edu).