Videos

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Why Deep Learning Works: Heavy-Tailed Random Matrix Theory as an Example of Physics Informed Machine Learning Thumbnail

Why Deep Learning Works: Heavy-Tailed Random Matrix Theory as an Example of Physics Informed Machine Learning

Presenter
  • Michael Mahoney
October 14, 2019
IPAM
Translators for Mean Curvature Flow Thumbnail

Translators for Mean Curvature Flow

Presenter
  • David Hoffman
November 13, 2018
IAS
f-vectors of polytopes and simplicial complexes, part I: results and problems Thumbnail

f-vectors of polytopes and simplicial complexes, part I: results and problems

Presenter
  • Eran Nevo
September 6, 2017
SLMath
Lower bound theorems for manifolds and balanced manifolds Thumbnail

Lower bound theorems for manifolds and balanced manifolds

Presenter
  • Isabella Novik
September 1, 2017
SLMath
What Is Forensic…? Evaluating Phases of Forensic Practice: Comparative Bullet Lead Analysis - Bill Tobin, Forensic Engineering International Thumbnail

What Is Forensic…? Evaluating Phases of Forensic Practice: Comparative Bullet Lead Analysis - Bill Tobin, Forensic Engineering International

August 31, 2015
SAMSI
Introduction to Stochastic Partial Differential Equations, III Thumbnail

Introduction to Stochastic Partial Differential Equations, III

Presenter
  • Arnaud Debussche
August 25, 2015
SLMath
Introduction to Stochastic Partial Differential Equations, II Thumbnail

Introduction to Stochastic Partial Differential Equations, II

Presenter
  • Arnaud Debussche
August 24, 2015
SLMath
Introduction to Stochastic Partial Differential Equations Thumbnail

Introduction to Stochastic Partial Differential Equations

Presenter
  • Arnaud Debussche
August 24, 2015
SLMath
Approximating rough stochastic PDEs Thumbnail

Approximating rough stochastic PDEs

Presenter
  • Jan Maas
January 30, 2014
IPAM

Collective motion and collective decision-making

Presenter
  • Simon Levin
April 19, 2012
MBI
Embedding Percolation Thumbnail

Embedding Percolation

Presenter
  • Alexander Holroyd
February 20, 2012
SLMath
Univalent Foundations of Mathematics Thumbnail

Univalent Foundations of Mathematics

Presenter
  • Vladimir Voevodsky
December 10, 2010
IAS