Additive Energy of Regular Measures in One and Higher Dimensions, and the Fractal... - Laura Cladek
Laura Cladek - Additive Energy of Regular Measures and the Fractal Uncertainty Principle in High Dim
Additive Energy and Vosper's Theorem by David Grynkiewicz
Fractal uncertainty principle: improving over the volume bound - Semyon Dyatlov
Pablo Shmerkin: Additive combinatorics methods in fractal geometry - lecture 2
Semyon Dyatlov: Fractal uncertainty principle and quantum chaos
High Dimensional Expanders - Alex Lubotzky
Imre Kondor: On some phase transitions in high-dimensional combinatorial geometry
Lecture 13 - Graduate Course on Combinatorial and Geometric Rigidity
Toward Classifying Reducts of the Complex Field - Chieu-Minh Tran
But what is the Fourier Transform? A visual introduction.
Classical Turbulence as Quantum Geometry - Alexander Migdal
Jun Kigami (Kyoto) • Ahlfors Regular Conformal Dimension of Metric Spaces & Par. Ind. of Inf. Graphs
Nati Linial - Problems and challenges in high dimensional combinatorics
"Restriction estimates for hyperbolic paraboloids via bilinear estimates", Alex Barron
Random High-Dimensional Combinatorial Objects
Konstantin Golubev - "High-dimensional Hoffman bound and its applications to extremal combinatorics"
12 May 2020 - Peter Topping
Urs Lang (2/3/23): Combinatorial dimension and higher-rank hyperbolicity
T. Toro - Geometry of measures and applications (Part 2)