Videos

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A topological view on the Monge-Ampere equation without convexity assumptions Thumbnail

A topological view on the Monge-Ampere equation without convexity assumptions

Presenter
  • Jonas Hirsch
November 4, 2021
IAS
Big fiber theorems and ideal-valued measures in symplectic topology Thumbnail

Big fiber theorems and ideal-valued measures in symplectic topology

Presenter
  • Yaniv Ganor
October 22, 2021
IAS
Overview of the h-principle Thumbnail

Overview of the h-principle

Presenter
  • Yakov Eliashberg
October 20, 2021
IAS
Counting Points in Boxes: the Riesz Family & Friends Thumbnail

Counting Points in Boxes: the Riesz Family & Friends

Presenter
  • Thomas LeblĂ©
September 22, 2021
SLMath
Magnetic skyrmions in the conformal limit Thumbnail

Magnetic skyrmions in the conformal limit

Presenter
  • Cyrill Muratov
February 19, 2021
IMSI
Vanishing of cohomology for groups acting on buildings Thumbnail

Vanishing of cohomology for groups acting on buildings

Presenter
  • Izhar Oppenheim
December 9, 2020
IAS
The saddle connection complex Thumbnail

The saddle connection complex

Presenter
  • Anja Randecker
November 18, 2019
SLMath
Introductory Workshop: Hamiltonian Systems, From Topology To Applications Through Analysis - Dynamical and spectral properties of mathematical billiards Thumbnail

Introductory Workshop: Hamiltonian Systems, From Topology To Applications Through Analysis - Dynamical and spectral properties of mathematical billiards

Presenter
  • Alfonso Sorrentino
August 24, 2018
SLMath
An introduction to von Neumann algebras III Thumbnail

An introduction to von Neumann algebras III

Presenter
  • Adrian Ioana
March 23, 2018
IPAM
An introduction to von Neumann algebras II Thumbnail

An introduction to von Neumann algebras II

Presenter
  • Adrian Ioana
March 22, 2018
IPAM
An introduction to von Neumann algebras I Thumbnail

An introduction to von Neumann algebras I

Presenter
  • Adrian Ioana
March 21, 2018
IPAM
Atomistically inspired origami Thumbnail

Atomistically inspired origami

Presenter
  • Richard James
March 2, 2018
IMA