Videos

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The Stabilizer Formalism and Quantum Error Correction Through the Lens of Tensors (Part 2/2) Thumbnail

The Stabilizer Formalism and Quantum Error Correction Through the Lens of Tensors (Part 2/2)

Presenter
  • David Gross
March 18, 2021
IPAM
The Stabilizer Formalism and Quantum Error Correction Through the Lens of Tensors (Part 1/2) Thumbnail

The Stabilizer Formalism and Quantum Error Correction Through the Lens of Tensors (Part 1/2)

Presenter
  • David Gross
March 10, 2021
IPAM
A Numerical Study of Quasi-Periodic Water Waves (Part 2) Thumbnail

A Numerical Study of Quasi-Periodic Water Waves (Part 2)

Presenter
  • Jon Wilkening
February 2, 2021
SLMath
A Numerical Study of Quasi-Periodic Water Waves (Part 1) Thumbnail

A Numerical Study of Quasi-Periodic Water Waves (Part 1)

Presenter
  • Jon Wilkening
February 2, 2021
SLMath
Stability, non-approximated groups and high-dimensional expanders Thumbnail

Stability, non-approximated groups and high-dimensional expanders

Presenter
  • Alexander Lubotzky
October 12, 2020
IAS
Parsimonious structure-exploiting deep neural network surrogates for Bayesian inverse problems and optimal experimental design Thumbnail

Parsimonious structure-exploiting deep neural network surrogates for Bayesian inverse problems and optimal experimental design

Presenter
  • Omar Ghattas
October 7, 2020
IMSI
Low Algebraic Dimension Matrix Completion Thumbnail

Low Algebraic Dimension Matrix Completion

Presenter
  • Laura Balzano
September 11, 2020
IAS
Learning-Based Sketching Algorithms Thumbnail

Learning-Based Sketching Algorithms

Presenter
  • Piotr Indyk
August 25, 2020
IAS
Generative Modeling by Estimating Gradients of the Data Distribution Thumbnail

Generative Modeling by Estimating Gradients of the Data Distribution

Presenter
  • Stefano Ermon
May 12, 2020
IAS
Mean-Field-Type Games Thumbnail

Mean-Field-Type Games

Presenter
  • Tembine Hamidou
May 8, 2020
IPAM
Fusion with Optimal Transport Thumbnail

Fusion with Optimal Transport

Presenter
  • Justin Solomon
May 7, 2020
SLMath
A variational approach to the regularity theory for the Monge-Ampère equation Thumbnail

A variational approach to the regularity theory for the Monge-Ampère equation

Presenter
  • Felix Otto
April 20, 2020
IAS