Valentin Blomer (Universität Bonn): The Weyl bound for triple product $L$-functions

Abstract: We present a robust method to obtain the Weyl bound for triple product $L$-functions of three Maass forms, two of which are fixed and one has growing spectral parameter. The techniques involve a combination of representation theoy, local harmonic analysis and analytic number theory. The result improves seminal work of Bernstein-Reznikov and is joint with S. Jana and P. Nelson.

The link for the talk is https://zoom.us/j/94752830725, the password is the order of $\mathrm{SL}_2(\mathbb{F}_{97})$.