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Lecture 13: The Balog-Szemeredi-Gowers Theorem

Lecture 13: The Balog-Szemeredi-Gowers Theorem

Metaphors in Systolic Geometry - Larry Guth

Metaphors in Systolic Geometry - Larry Guth

Larry Guth (MIT) - Introduction to decoupling [Clay Research Conference 2017]

Larry Guth (MIT) - Introduction to decoupling [Clay Research Conference 2017]

Larry Guth  (MIT) - 1/3 Introduction to decoupling [MSRI 2017]

Larry Guth (MIT) - 1/3 Introduction to decoupling [MSRI 2017]

Discussion of Montgomery’s Large Value Problem by Larry Guth

Discussion of Montgomery’s Large Value Problem by Larry Guth

Larry Guth (MIT): Sharp examples for decoupling and related questions

Larry Guth (MIT): Sharp examples for decoupling and related questions

Larry Guth: Reflections on the proof(s) of the Vinogradov mean value conjecture (NTWS 114)

Larry Guth: Reflections on the proof(s) of the Vinogradov mean value conjecture (NTWS 114)

"The simplest, most concrete things that we don't know": Larry Guth on seeking questions in math

"The simplest, most concrete things that we don't know": Larry Guth on seeking questions in math

Unexpected Applications of Polynomials in Combinatorics - Larry Guth

Unexpected Applications of Polynomials in Combinatorics - Larry Guth

Larry Guth: Decoupling estimates in Fourier analysis

Larry Guth: Decoupling estimates in Fourier analysis

Larry Guth  (MIT) - 2/3 Ingredients of the proof of decoupling [MSRI 2017]

Larry Guth (MIT) - 2/3 Ingredients of the proof of decoupling [MSRI 2017]

Erdos Distinct Distance Problem in the Plane - Larry Guth

Erdos Distinct Distance Problem in the Plane - Larry Guth

The degree of a map and its Lipschitz constant

The degree of a map and its Lipschitz constant

Homotopical effects of k-dilation - Larry Guth

Homotopical effects of k-dilation - Larry Guth

Lecture 10: Sum-Product Theory

Lecture 10: Sum-Product Theory

The Polynomial Method and Applications From Finite Field Kakeya to Distinct Distances - Larry Guth

The Polynomial Method and Applications From Finite Field Kakeya to Distinct Distances - Larry Guth

The Isoperimetric - Larry Guth

The Isoperimetric - Larry Guth

ZhengTong Chern-Weil Symposium Spring 2025: Larry Guth (MIT)

ZhengTong Chern-Weil Symposium Spring 2025: Larry Guth (MIT)

JDG 2017: Larry Guth: Efficiently contracting contractible maps

JDG 2017: Larry Guth: Efficiently contracting contractible maps

Larry Guth - Lipschitz constant and degree of mappings

Larry Guth - Lipschitz constant and degree of mappings

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