Videos

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Combinatrial complexity in o-minimal structures Thumbnail

Combinatrial complexity in o-minimal structures

Presenter
  • Saugata Basu
March 12, 2014
IPAM
From Persistent Local Homology to Spectral Sequences Thumbnail

From Persistent Local Homology to Spectral Sequences

Presenter
  • Primoz Skraba
March 7, 2014
IMA

Shape Analysis for Biomedical Applications

Presenter
  • Cindy Grimm
February 13, 2014
MBI
Colliding Interfaces in Different Diffuse Approximations of the Willmore Flow Thumbnail

Colliding Interfaces in Different Diffuse Approximations of the Willmore Flow

Presenter
  • Matthias Röger
July 25, 2013
IMA
On Generic Obstructions to Recovering Correct Statistics from Climate Simulations: Homogenization for Deterministic Maps and Multiplicative Noise Thumbnail

On Generic Obstructions to Recovering Correct Statistics from Climate Simulations: Homogenization for Deterministic Maps and Multiplicative Noise

Presenter
  • Georg Gottwald
March 14, 2013
IMA

Object Oriented Data Analysis

Presenter
  • J. S. Marron
May 23, 2012
MBI
Ferromagnetic Ising measures on large locally tree-like graphs Thumbnail

Ferromagnetic Ising measures on large locally tree-like graphs

Presenter
  • Amir Dembo
February 20, 2012
SLMath

Critical Issues In Mathematics Education 2011: Mathematical Education of Teachers, lecture 5 - How can the community of all mathematics teachers work together and learn from each other to improve mathematics teaching?

Presenters
  • Sybilla Beckmann
  • Catherine Lewis
  • Rebecca Perry
May 12, 2011
SLMath
Regularity properties of the non local parabolic obstacle problem Thumbnail

Regularity properties of the non local parabolic obstacle problem

Presenter
  • Luis Caffarelli
March 8, 2011
SLMath

Nonlinear partial differential equation and stochastic singular control

Presenter
  • Ryan Hynd
November 6, 2010
MBI
Complexity and heuristics in stochastic optimization Thumbnail

Complexity and heuristics in stochastic optimization

Presenter
  • Teemu Pennanen
October 19, 2010
IMA
Lecture 2. Mathematical problems parametrized by a finite number of input random variables (finite dimensional case). Perturbation techniques and second order moment analysis. Sampling methods: Monte Carlo and variants; convergence analysis Thumbnail

Lecture 2. Mathematical problems parametrized by a finite number of input random variables (finite dimensional case). Perturbation techniques and second order moment analysis. Sampling methods: Monte Carlo and variants; convergence analysis

Presenter
  • Raul Tempone
October 16, 2010
IMA