Speaker: Tao Mei (Baylor University)
Time: 2025-06-24 11:00
Location: R1610, SIMIS
Zoom Meeting ID: 881 7314 8230 (Passcode:273135)
Abstract:
The approximation of continuous functions on the torus by their Fourier partial sums is a classical subject in harmonic analysis. In this talk, I will present some recent developments concerning Fourier approximation for elements in the reduced free group C* algebras. This work is based on joint results with M. de la Salle, as well as ongoing joint work with Sebastian Vargas.
About Speaker:
Tao Mei is a professor at Baylor University. His research focuses on Harmonic Analysis, Fourier analysis on groups, Noncommutative $L^p$-spaces/Operator spaces, and Functional inequalities. He has published in numerous high-level journals including GAFA, JEMS, Duke Math. J., and Mem. Amer. Math. Soc.
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