Harmonic Analysis Seminar: On the Fourier restriction inequality in $\mathbb R^3$

Seminar | February 27 | 1:10-2 p.m. | 736 Evans Hall

 Kubrat Danailov, UC Berkeley

 Department of Mathematics

This seminar is an ongoing discussion of Guth's Fourier restriction inequality based on the method of polynomial partitioning. This week's talk continues discussion of the core part of the proof, utilizing the key concept of broad points to carry out the inductive step. Following the incidence problem model, the analysis divides into three parts. A key decomposition, including a bilinear term, will be introduced.

 mchrist@berkeley.edu