Videos

Start date cannot be after end date.
Medical Morphometry using Quasiconformal Teichmuller Theory Thumbnail

Medical Morphometry using Quasiconformal Teichmuller Theory

Presenter
  • Lok Ming Ronald Lui
February 11, 2016
IPAM
Determining hydrodynamic boundary condition from equilibrium fluctuations* Thumbnail

Determining hydrodynamic boundary condition from equilibrium fluctuations*

Presenter
  • Ping Sheng
January 25, 2016
IPAM
Adaptive multiscale model reduction using generalized multiscale finite element methods Thumbnail

Adaptive multiscale model reduction using generalized multiscale finite element methods

Presenter
  • Eric Chung
April 6, 2017
IPAM
Three things about polynomials Thumbnail

Three things about polynomials

Presenter
  • Ruixiang Zhang
December 7, 2022
IAS
A cone restriction estimate using polynomial partitioning Thumbnail

A cone restriction estimate using polynomial partitioning

Presenter
  • Yumeng Ou
May 15, 2017
SLMath
Lambertian model of reflectance I: shape from shading and photometric stereo Thumbnail

Lambertian model of reflectance I: shape from shading and photometric stereo

Presenter
  • Ronen Basri
August 1, 2013
IPAM
Introduction to Motion Correspondence Thumbnail

Introduction to Motion Correspondence

Presenter
  • Iasonas Kokkinos
July 24, 2013
IPAM

Variation of the first Hilbert coefficients

Presenter
  • Laura Ghezzi
February 13, 2013
SLMath
Hot Topics: Interactions between Harmonic Analysis, Homogeneous Dynamics, and Number Theory: The Kakeya set conjecture in three dimensions Thumbnail

Hot Topics: Interactions between Harmonic Analysis, Homogeneous Dynamics, and Number Theory: The Kakeya set conjecture in three dimensions

Presenter
  • Joshua Zahl
March 3, 2025
SLMath
Robust Multiscale Methods for Helmholtz equations in high contrast heterogeneous media Thumbnail

Robust Multiscale Methods for Helmholtz equations in high contrast heterogeneous media

Presenter
  • Eric Chung
February 7, 2025
IMSI
Finite element approximation of Fokker–Planck–Kolmogorov equations with application to numerical homogenization Thumbnail

Finite element approximation of Fokker–Planck–Kolmogorov equations with application to numerical homogenization

Presenter
  • Timo Sprekeler
February 3, 2025
IMSI
Second Moment of the GL_3 Standard L-function on the Critical Line Thumbnail

Second Moment of the GL_3 Standard L-function on the Critical Line

Presenter
  • Matthew Young
October 10, 2024
IAS