Videos

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Introduction to combinatorial geometry via hard Erdős problems (Part 1) Thumbnail

Introduction to combinatorial geometry via hard Erdős problems (Part 1)

Presenter
  • Shakhar Smorodinsky
March 12, 2014
IPAM
Approximate Groups and Hilbert 5th Problem Thumbnail

Approximate Groups and Hilbert 5th Problem

Presenter
  • Emmanuel Breuillard
August 24, 2011
SLMath
Presentation on implementing the Singapore curriculum Thumbnail

Presentation on implementing the Singapore curriculum

Presenters
  • Kimberly Basley
  • Ben McCarty
  • Robin Ramos
June 7, 2010
SLMath
Elliptic character sheaves Thumbnail

Elliptic character sheaves

Presenter
  • David Nadler
April 11, 2013
SLMath

Line Configurations, Automorphisms and Cohomology

Presenter
  • Assaf Goldberger
June 6, 2024
ICERM
Period mappings are definable in the o-minimal structure $\\mathbb{R}_{an,exp}$ Thumbnail

Period mappings are definable in the o-minimal structure $\\mathbb{R}_{an,exp}$

Presenter
  • Jacob Tsimerman
March 13, 2018
IAS
Arithmetic theta series Thumbnail

Arithmetic theta series

Presenter
  • Stephan Kudla
March 8, 2018
IAS
Good vs. Bad Topological Maps for Mobile Robots Thumbnail

Good vs. Bad Topological Maps for Mobile Robots

Presenter
  • Howie Choset
March 4, 2014
IMA

Recursive computations for Khovanov-Rozansky homology

Presenter
  • Mikhail Mazin
October 22, 2025
ICERM
Algebraic and Analytic Methods in Combinatorics: New Bounds for the Furstenberg-Sarkozy Theorem Thumbnail

Algebraic and Analytic Methods in Combinatorics: New Bounds for the Furstenberg-Sarkozy Theorem

Presenter
  • Mehtaab Sawhney
March 18, 2025
SLMath
Advances in Lie Theory, Representation Theory, and Combinatorics: Inspired by the work of Georgia M. Benkart: "Crystal bases for reduced Imaginary Verma Modules of untwisted Quantum affine algebras" Thumbnail

Advances in Lie Theory, Representation Theory, and Combinatorics: Inspired by the work of Georgia M. Benkart: "Crystal bases for reduced Imaginary Verma Modules of untwisted Quantum affine algebras"

Presenter
  • Kailash Misra
May 2, 2024
SLMath
The p-adic Simpson Correspondence for Torsors Under Commutative Rigid Groups Thumbnail

The p-adic Simpson Correspondence for Torsors Under Commutative Rigid Groups

Presenter
  • Annette Werner
November 13, 2023
IAS