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Department of Mathematics,
University of California San Diego


Math 295 — Colloquium Seminar

Mikael de la Salle

CNRS, Lyon and IAS

Fourier Analysis with arithmetic groups


I will explain how ideas of classical harmonic analysis about convergence of Fourier series, Hilbert transform and other Fourier multipliers can be extended and applied to the setting of semi-simple Lie groups and their lattices, obtaining interesting applications to operator algebras and representation theory.

Host: Adrian Ioana

April 4, 2024

4:00 PM

APM 6402