Speaker
Jianhui Li, University of Jyväskylä
Abstract
In this talk, we discuss a conjecture of Wu concerning a sharp broad weighted restriction estimate on upper one-dimensional sets. We present an approach to the conjecture, up to an epsilon loss, and discuss its applications. These include sharp estimates, up to an epsilon loss, for Wolff’s circular L^p decay problem for 1-dimensional measures, and sharp L^3 Mizohata–Takeuchi estimates.
This is joint work with Amlan Banaji, Xiumin Du and Hrit Roy.