Videos

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Opening plenary talk: Stochastic analysis is the fundamental tool for understanding biological function Thumbnail

Opening plenary talk: Stochastic analysis is the fundamental tool for understanding biological function

Presenter
  • Michael Reed
May 11, 2008
IMA
Prolongation on Contact Manifolds Thumbnail

Prolongation on Contact Manifolds

Presenter
  • Michael Eastwood
May 5, 2008
SLMath
Restrictions of irreducible representations to Levi subgroups and ideal triangles in Euclidean buildings Thumbnail

Restrictions of irreducible representations to Levi subgroups and ideal triangles in Euclidean buildings

Presenter
  • Michael Kapovich
March 17, 2008
SLMath
Topological Field Theories Thumbnail

Topological Field Theories

Presenter
  • Michael Hopkins
January 30, 2008
SLMath
Lecture 3: Simulating protein folding Thumbnail

Lecture 3: Simulating protein folding

Presenter
  • Michael Levitt
January 11, 2008
IMA
Lecture 1: Fundamental forces and molecular architecture Thumbnail

Lecture 1: Fundamental forces and molecular architecture

Presenter
  • Michael Levitt
January 10, 2008
IMA
Lecture 2: Simulating molecular motion Thumbnail

Lecture 2: Simulating molecular motion

Presenter
  • Michael Levitt
January 10, 2008
IMA
Global fixed points for centralizers and Morita's Theorem Thumbnail

Global fixed points for centralizers and Morita's Theorem

Presenter
  • Michael Handel
November 8, 2007
SLMath
Computational Methods for RNA Secondary Structure Determination Thumbnail

Computational Methods for RNA Secondary Structure Determination

Presenter
  • Michael Zuker
October 29, 2007
IMA
Cohomology of Coxeter groups and buildings Thumbnail

Cohomology of Coxeter groups and buildings

Presenter
  • Michael Davis
August 27, 2007
SLMath
An a priori Bound and Weak Solutions for the Nonlinear Schrodinger Equation Thumbnail

An a priori Bound and Weak Solutions for the Nonlinear Schrodinger Equation

Presenter
  • Michael Christ
August 6, 2007
SLMath
Applications of monomial ideals and computational algebra in the reverse engineering of biological networks. Thumbnail

Applications of monomial ideals and computational algebra in the reverse engineering of biological networks.

Presenter
  • Michael Stillman
September 19, 2006
IMA