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HomeMIT 18.217 Graph Theory and Additive Combinatorics, Fall 2019Lecture 18: Roth’s Theorem I: Fourier Analytic Proof over Finite Field
Lecture 18: Roth’s Theorem I: Fourier Analytic Proof over Finite Field
1:14:17
Description: The finite field model is a nice sandbox for methods and tools in additive combinatorics. Professor Zhao explains how to use Fourier analysis to prove the analog of Roth’s theorem in the finite field setting.
Instructor: Prof. Yufei Zhao