Weighted Fourier Extension Estimates and Applications

Weighted Fourier Extension Estimates and Applications

Explore recent developments in weighted Fourier extension estimates and their applications in partial differential equations and geometric measure theory in this 43-minute lecture. Delve into topics such as the Fourier restriction problem, the relationship between SME and Fourier restriction conjecture, and a generalization of L2 SME. Examine the divergence set of Schrödinger solutions, spherical average Fourier decay rates of fractal measures, and Falconer's distance set problem. Access accompanying presentation slides for a comprehensive understanding of the subject matter.