Videos

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What can Lie symmetry groups teach us on statistical turbulence theory? Thumbnail

What can Lie symmetry groups teach us on statistical turbulence theory?

Presenter
  • Martin Oberlack
October 6, 2014
IPAM
Braid monodromy of line arrangements and generalized lantern relations Thumbnail

Braid monodromy of line arrangements and generalized lantern relations

Presenter
  • Eriko Hironaka
May 20, 2014
IPAM
The Freiman-Ruzsa Theorem in Finite Fields Thumbnail

The Freiman-Ruzsa Theorem in Finite Fields

Presenter
  • Shachar Lovett
May 19, 2014
IPAM
A Sharpened Hausdorff-Young Inequality Thumbnail

A Sharpened Hausdorff-Young Inequality

Presenter
  • Michael Christ
May 5, 2014
IPAM
Topological automorphic forms Thumbnail

Topological automorphic forms

Presenter
  • Tyler Lawson
January 30, 2014
SLMath
Lipschitz spheres in the Heisenberg groups Thumbnail

Lipschitz spheres in the Heisenberg groups

Presenter
  • Robert Young
April 29, 2013
IPAM
Cheeger Constants and L^2 Betti Numbers Thumbnail

Cheeger Constants and L^2 Betti Numbers

Presenter
  • Lewis Bowen
April 12, 2013
IPAM
Koszul, Ringel, and Serre duality for strict polynomial functors Thumbnail

Koszul, Ringel, and Serre duality for strict polynomial functors

Presenter
  • Henning Krause
February 16, 2013
SLMath
Equations and syzygies via representation theory and combinatorics Thumbnail

Equations and syzygies via representation theory and combinatorics

Presenter
  • Claudiu Raicu
February 16, 2013
SLMath
Introduction to Growth and growth functions II Thumbnail

Introduction to Growth and growth functions II

Presenter
  • Jason Bell
February 1, 2013
SLMath
Symplectic reflection algebras I Thumbnail

Symplectic reflection algebras I

Presenter
  • Maria Chlouveraki
January 31, 2013
SLMath
Deformation Quantization II Thumbnail

Deformation Quantization II

Presenter
  • Vasiliy Dolgushev
January 30, 2013
SLMath