Videos

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Hot Topics: MIP* = RE and the Connes’ Embedding Problem: "The Compression Paradigm, Part II" Thumbnail

Hot Topics: MIP* = RE and the Connes’ Embedding Problem: "The Compression Paradigm, Part II"

Presenter
  • Henry Yuen
October 17, 2023
SLMath
The proofs perspective on MIP* = RE Thumbnail

The proofs perspective on MIP* = RE

Presenter
  • Henry Yuen
May 26, 2021
IMSI
Stability and Invariant Random Subgroups Thumbnail

Stability and Invariant Random Subgroups

Presenter
  • Henry Bradford
January 20, 2021
IAS
Raytracing and raymarching simulations of non-euclidean geometries Thumbnail

Raytracing and raymarching simulations of non-euclidean geometries

Presenter
  • Henry Segerman
December 4, 2020
IAS
MIP* = RE Thumbnail

MIP* = RE

Presenter
  • Henry Yuen
February 3, 2020
IAS
One-relator groups, non-positive immersions and coherence Thumbnail

One-relator groups, non-positive immersions and coherence

Presenter
  • Henry Wilton
March 26, 2019
IAS

Building functional nervous system networks from the bottom up

Presenter
  • Henry Abarbanel
June 16, 2017
ICERM

Data Assimilation for Verifying Models of Neurons and Networks

Presenter
  • Henry Abarbanel
October 18, 2016
MBI
Surface subgroups Thumbnail

Surface subgroups

Presenter
  • Henry Wilton
August 24, 2016
SLMath

Rhino and Python Workshop

Presenter
  • Henry Segerman
June 29, 2016
ICERM
Reed-Muller Codes Achieve Capacity on Erasure Channels Thumbnail

Reed-Muller Codes Achieve Capacity on Erasure Channels

Presenter
  • Henry Pfister
May 21, 2015
IMA

Modeling brainstem neurons and their interactions

Presenter
  • Henry Tuckwell
August 25, 2014
MBI