Videos

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A glimpse at arithmetic quantum chaos Thumbnail

A glimpse at arithmetic quantum chaos

Presenter
  • Gergely Harcos
February 7, 2017
SLMath
Random Versus Deterministic Approach in the Study of Wave and Dispersive Equations Thumbnail

Random Versus Deterministic Approach in the Study of Wave and Dispersive Equations

Presenter
  • Gigliola Staffilani
October 23, 2015
SLMath
Convexity, Rigidity and Mean Curvature Flow Thumbnail

Convexity, Rigidity and Mean Curvature Flow

Presenter
  • Dan Knopf
March 14, 2007
SLMath

Lipschitz graphs covering large subsets of fractals

Presenter
  • Bobby Wilson
November 15, 2024
ICERM
Higher Dimensional Fractal Uncertainty Thumbnail

Higher Dimensional Fractal Uncertainty

Presenter
  • Alex Cohen
December 1, 2023
IAS
The Schrodinger equations as inspiration of beautiful mathematics Thumbnail

The Schrodinger equations as inspiration of beautiful mathematics

Presenter
  • Gigliola Staffilani
May 24, 2021
IAS
Locally symmetric spaces and torsion classes Thumbnail

Locally symmetric spaces and torsion classes

Presenter
  • Ana Cariani
December 14, 2015
IAS
https://www.msri.org/workshops/708/schedules/19168 Thumbnail

https://www.msri.org/workshops/708/schedules/19168

Presenter
  • Yiannis Sakellaridis
November 21, 2014
SLMath
From incidence geometry of lines towards incidence geometry of tubes Thumbnail

From incidence geometry of lines towards incidence geometry of tubes

Presenter
  • Larry Guth
March 24, 2014
IPAM
Algebraic Integers of Bounded Height and Given Galois Group Thumbnail

Algebraic Integers of Bounded Height and Given Galois Group

Presenter
  • Andy O’Desky
March 27, 2025
IAS
Rodolfo Torres - Almost Orthogonality in Fourier: Singular integrals, Function Spaces, Leibniz Rules Thumbnail

Rodolfo Torres - Almost Orthogonality in Fourier: Singular integrals, Function Spaces, Leibniz Rules

Presenter
  • Rodolfo Torres
March 8, 2025
IPAM
Scalar Curvature Rigidity of Polytopes Thumbnail

Scalar Curvature Rigidity of Polytopes

Presenter
  • Simon Brendle
March 1, 2024
IAS