IMSc Webinar

Bounds on Siegel zeros

Gautami Bhowmik

University of Lille, France

A Landau-Siegel zero is a possible a counter-example to the Riemann Hypothesis for Dirichlet $L$-functions.
It is known that such a zero, if it exists, would be real and very close to 1 .
We will discuss some improvements on this distance assuming conjectures on the Goldbach problem.
This is joint work with Karin Halupczok.

Google meet link for the meeting is
meet.google.com/ift-xisp-zpt