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HomeMIT 18.217 Graph Theory and Additive Combinatorics, Fall 2019Lecture 19: Roth’s Theorem II: Fourier Analytic Proof in the Integers
Lecture 19: Roth’s Theorem II: Fourier Analytic Proof in the Integers
1:20:09
Description: This lecture covers Roth’s original proof of Roth’s theorem in the integers, via a Fourier analytic density increment argument. It is recommended to first view the previous lecture where the method is first explained in the easier finite field setting.
Instructor: Prof. Yufei Zhao
