Beuzart-Plessis Lab

Research focus

ERC Consolidator Grant · 2021

Relative Langlands Functoriality, Trace Formulas and Harmonic Analysis

The Langlands program is a web of vast and far-reaching conjectures connecting seemingly distinct areas of mathematics that are number theory and representation theory. At the heart of this program lies an important principle called functoriality, that postulates the existence of deep relations between the automorphic representations of different groups, as well as related central analytic objects called automorphic L-functions. Recently, a new and particularly promising way to look at these notions, and that has come to be called the relative Langlands program, has emerged. It essentially consists in replacing groups by certain homogeneous spaces and to study their automorphic or local…

From the public funding record at EU CORDIS. Describes the funded project, not the reviews below.