Videos

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Thurston Theory: Connecting Geometry, Topology and Complex Dynamics Thumbnail

Thurston Theory: Connecting Geometry, Topology and Complex Dynamics

Presenter
  • Rebecca Winarski
February 2, 2022
SLMath
Geometry and topology of Hamiltonian Floer complexes in low-dimension Thumbnail

Geometry and topology of Hamiltonian Floer complexes in low-dimension

Presenter
  • Dustin Connery-Grigg
January 28, 2022
IAS

Word problems and finite state automata

Presenter
  • Susan Hermiller
June 15, 2021
ICERM
Some analogies between arithmetic and topology Thumbnail

Some analogies between arithmetic and topology

Presenter
  • Tony Feng
November 9, 2020
IAS
The Derived Geometric Satake Equivalence of Bezrukavnikov and Finkelberg Thumbnail

The Derived Geometric Satake Equivalence of Bezrukavnikov and Finkelberg

Presenter
  • Jize Yu
November 4, 2020
IAS
Splitting Necklaces: Existence, Hardness and Approximation Thumbnail

Splitting Necklaces: Existence, Hardness and Approximation

Presenter
  • Noga Alon
October 5, 2020
IAS
A non-archimedean definable Chow theorem Thumbnail

A non-archimedean definable Chow theorem

Presenter
  • Abhishek Oswal
September 24, 2020
IAS
Knot Floer homology and bordered algebras Thumbnail

Knot Floer homology and bordered algebras

Presenter
  • Peter Ozsváth
July 10, 2020
IAS
Optimization and Dynamical Systems: Variational, Hamiltonian, and Symplectic Perspectives Thumbnail

Optimization and Dynamical Systems: Variational, Hamiltonian, and Symplectic Perspectives

Presenter
  • Michael Jordan
April 20, 2020
IPAM
Fracton order: relation to and features beyond TQFT Thumbnail

Fracton order: relation to and features beyond TQFT

Presenter
  • Xie Chen
March 18, 2020
SLMath
Golden Gates in PU(n) and the Density Hypothesis. Thumbnail

Golden Gates in PU(n) and the Density Hypothesis.

Presenter
  • Shai Evra
September 26, 2019
IAS
Maximal Representations, Real Spectrum, and Harmonic Maps Thumbnail

Maximal Representations, Real Spectrum, and Harmonic Maps

Presenter
  • Marc Burger
August 23, 2019
SLMath