Videos

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Asymptotic Analysis of Orthogonal Polynomials I Thumbnail

Asymptotic Analysis of Orthogonal Polynomials I

Presenter
  • Peter Miller
July 16, 2009
SLMath
Riemann-Hilbert Problems: Theory and Solution Techniques Thumbnail

Riemann-Hilbert Problems: Theory and Solution Techniques

Presenter
  • Peter Miller
July 14, 2009
SLMath
Unitary Ensembles and Orthogonal Polynomials Thumbnail

Unitary Ensembles and Orthogonal Polynomials

Presenter
  • Peter Miller
July 13, 2009
SLMath
Mathematical Genomics: Discussion Panel Thumbnail

Mathematical Genomics: Discussion Panel

Presenters
  • Peter Bickel
  • David Galas
  • Wing Wong
April 13, 2009
SLMath
Reduced vs. full system-bath quantum dynamics: Vibrational excitation and relaxation of adsorbates at surfaces Thumbnail

Reduced vs. full system-bath quantum dynamics: Vibrational excitation and relaxation of adsorbates at surfaces

Presenter
  • Peter Saalfrank
January 13, 2009
IMA
Coulomb Resolution and Low-rank Approximations Thumbnail

Coulomb Resolution and Low-rank Approximations

Presenter
  • Peter Gill
September 29, 2008
IMA
Heegaard Floer homology Thumbnail

Heegaard Floer homology

Presenter
  • Peter Ozsvath
August 14, 2008
SLMath
The zero temperature limit of interacting corpora Thumbnail

The zero temperature limit of interacting corpora

Presenter
  • Peter Constantin
July 21, 2008
IMA
Existence theorems for Seiberg-Witten-Floer homology Thumbnail

Existence theorems for Seiberg-Witten-Floer homology

Presenter
  • Peter Kronheimer
June 12, 2008
SLMath
Introduction to the Seiberg-Witten-Floer homologies, I Thumbnail

Introduction to the Seiberg-Witten-Floer homologies, I

Presenter
  • Peter Kronheimer
June 10, 2008
SLMath
An introduction to discrete-event simulation Thumbnail

An introduction to discrete-event simulation

Presenters
  • Peter Glynn
  • Peter Haas
May 12, 2008
IMA
Geometric Aspects of differential equations in the work of Robert B. Gardner Thumbnail

Geometric Aspects of differential equations in the work of Robert B. Gardner

Presenter
  • Peter Vassiliou
May 8, 2008
SLMath