Videos

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Stability, cohomology vanishing, and non-approximable groups Thumbnail

Stability, cohomology vanishing, and non-approximable groups

Presenter
  • Andreas Thom
December 2, 2020
IAS
Non-amenable groups admitting no sofic approximation by expander graphs Thumbnail

Non-amenable groups admitting no sofic approximation by expander graphs

Presenter
  • Gabor Kun
February 10, 2021
IAS
The geometry of Gaussian double Markovian distributions Thumbnail

The geometry of Gaussian double Markovian distributions

Presenter
  • Thomas Kahle
October 12, 2023
IMSI
Practical Implementations: The Nuts and Bolts of DFT (Part 1) Thumbnail

Practical Implementations: The Nuts and Bolts of DFT (Part 1)

Presenter
  • Volker Blum
July 22, 2014
IPAM

The unknotting number and reinforcement learning

Presenter
  • András Juhász
May 22, 2023
ICERM
Workshop on Flows, Foliations and Contact Structures Thumbnail

Workshop on Flows, Foliations and Contact Structures

Presenter
  • Please see
December 7, 2015
IAS
Andreas Weichselbaum - Tensor Networks and Applications to Many-body Systems, Part 1 of 2 Thumbnail

Andreas Weichselbaum - Tensor Networks and Applications to Many-body Systems, Part 1 of 2

Presenter
  • Andreas Weichselbaum
January 22, 2026
IPAM
Andreas Weichselbaum - Tensor Networks and Applications to Many-body Systems, Part 2 of 2 Thumbnail

Andreas Weichselbaum - Tensor Networks and Applications to Many-body Systems, Part 2 of 2

Presenter
  • Andreas Weichselbaum
January 22, 2026
IPAM
Representations of Binary by Quaternary Quadratic Form Thumbnail

Representations of Binary by Quaternary Quadratic Form

Presenter
  • Andreas Wieser
November 18, 2025
IAS
The Rumin complex of a domain in R^3 Thumbnail

The Rumin complex of a domain in R^3

Presenter
  • Andreas Cap
September 5, 2025
IMSI
Andreas Deuchert - The Gibbs state of the mean-field Bose gas - IPAM at UCLA Thumbnail

Andreas Deuchert - The Gibbs state of the mean-field Bose gas - IPAM at UCLA

Presenter
  • Andreas Deuchert
April 3, 2025
IPAM
Hot Topics: Interactions between Harmonic Analysis, Homogeneous Dynamics, and Number Theory: Effective equidistribution of semisimple adelic periods and representations of quadratic forms Thumbnail

Hot Topics: Interactions between Harmonic Analysis, Homogeneous Dynamics, and Number Theory: Effective equidistribution of semisimple adelic periods and representations of quadratic forms

Presenter
  • Andreas Wieser
March 3, 2025
SLMath