Modern Trends in Harmonic Analysis

Explore cutting-edge developments in harmonic analysis through this comprehensive program featuring expert lectures and research talks. Delve into polynomial methods in harmonic analysis, focusing on Fourier restriction and Bochner-Riesz conjectures, and discover the applications of algebraic geometry in solving outstanding mathematical problems. Investigate discrete harmonic analysis and its connections to number theory, including the powerful technique of sparse domination. Attend dedicated lecture series on sharp restriction estimates, quadrature rules on manifolds, and discrete harmonic analysis, presented by renowned experts in the field. Gain insights into recent advancements, future prospects, and potential research projects in these exciting areas of harmonic analysis. Benefit from a diverse lineup of invited speakers from prestigious institutions worldwide, covering a wide range of topics related to the program's themes.

Modern trends in Harmonic Analysis