Videos

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Boundary layer methods in semilinear fluid equations Thumbnail

Boundary layer methods in semilinear fluid equations

Presenter
  • Anne-Laure Dalibard
January 22, 2021
SLMath
Boundary layer methods in semilinear fluid equations Thumbnail

Boundary layer methods in semilinear fluid equations

Presenter
  • Anne-Laure Dalibard
January 20, 2021
SLMath

Separation for the stationary Prandtl equation

Presenter
  • Anne-Laure Dalibard
February 15, 2017
ICERM
Conformal field theory (CFT) for beginners Thumbnail

Conformal field theory (CFT) for beginners

Presenter
  • Geoff Mason
June 17, 2008
SLMath
Langlands correspondence for loop groups Thumbnail

Langlands correspondence for loop groups

Presenter
  • Edward Frenkel
March 13, 2008
SLMath

Virtual Artin groups

Presenter
  • Luis Paris
February 15, 2022
ICERM
Periodicity, positivity and integrability of T-systems Thumbnail

Periodicity, positivity and integrability of T-systems

Presenter
  • Philippe di Francesco
October 30, 2012
SLMath
Cluster Algebras And Cluster Combinatorics, lecture 4 Thumbnail

Cluster Algebras And Cluster Combinatorics, lecture 4

Presenter
  • Nathan Reading
August 2, 2011
SLMath
Discrete Integrable Systems and Cluster Algebras Thumbnail

Discrete Integrable Systems and Cluster Algebras

Presenter
  • Philippe di Francesco
January 17, 2012
SLMath
The Newton polytope of the implicit equation Thumbnail

The Newton polytope of the implicit equation

Presenter
  • Bernd Sturmfels
September 22, 2006
IMA
Advances in Lie Theory, Representation Theory, and Combinatorics: Inspired by the work of Georgia M. Benkart: "Representations induced from large subalgebras of a Lie algebra of differential operators" Thumbnail

Advances in Lie Theory, Representation Theory, and Combinatorics: Inspired by the work of Georgia M. Benkart: "Representations induced from large subalgebras of a Lie algebra of differential operators"

Presenter
  • Matt Ondrus
May 2, 2024
SLMath
The hexahedron recurrence and the Ising model Thumbnail

The hexahedron recurrence and the Ising model

Presenter
  • Richard Kenyon
October 30, 2012
SLMath