Videos

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Distinct distances on algebraic curves Thumbnail

Distinct distances on algebraic curves

Presenter
  • Frank de Zeeuw
March 27, 2014
IPAM
Applications of incidence theorems to questions of sum-product type Thumbnail

Applications of incidence theorems to questions of sum-product type

Presenter
  • Misha Rudnev
March 13, 2014
IPAM
Homotopy theory of Kac-Moody groups Thumbnail

Homotopy theory of Kac-Moody groups

Presenter
  • Nitya Kitchloo
January 30, 2014
SLMath
Change-point Detection for High-Dimensional Timeseries with Missing Data Thumbnail

Change-point Detection for High-Dimensional Timeseries with Missing Data

Presenter
  • Rebecca Willett Lu
September 24, 2013
IMA
Transition to Massive Clustering in Populations of Degrade-and-fire Oscillators Thumbnail

Transition to Massive Clustering in Populations of Degrade-and-fire Oscillators

Presenter
  • Bastien Fernandez
May 15, 2013
IMA
Hausdorff dimension and higher order Sobolev maps Thumbnail

Hausdorff dimension and higher order Sobolev maps

Presenter
  • Bernd Kirchheim
May 2, 2013
IPAM
Designing a Hypersonic Vehicle Thumbnail

Designing a Hypersonic Vehicle

Presenter
  • Laura Lurati
March 5, 2013
IMA

Lech's Inequality

Presenter
  • Javid Validashti
February 13, 2013
SLMath
Poincaré-Birkhoff-Witt Theorems Thumbnail

Poincaré-Birkhoff-Witt Theorems

Presenter
  • Sarah Witherspoon
January 24, 2013
SLMath
Principal Eigenvalue Theory of Time Periodic Nonlocal Dispersal Operators and Applications Thumbnail

Principal Eigenvalue Theory of Time Periodic Nonlocal Dispersal Operators and Applications

Presenter
  • Wenxian Shen
December 7, 2012
IMA
Positive-Definiteness of the Blended Force-Based Quasicontinuum Method Thumbnail

Positive-Definiteness of the Blended Force-Based Quasicontinuum Method

Presenter
  • Xingjie Helen Li
December 5, 2012
IPAM
A Non-Commutative Analog of the 2-Wasserstein Metric for which the Fermionic Fokker-Planck Equation is Gradient Flow for the Entropy Thumbnail

A Non-Commutative Analog of the 2-Wasserstein Metric for which the Fermionic Fokker-Planck Equation is Gradient Flow for the Entropy

Presenter
  • Eric Carlen
November 13, 2012
IAS