Videos

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Interactive Visualization of Motion Databases Thumbnail

Interactive Visualization of Motion Databases

Presenter
  • Daniel Keefe
March 8, 2011
IMA
Interactive Sage Tutorial Using Sage Thumbnail

Interactive Sage Tutorial Using Sage

Presenter
  • Justin Walker
March 10, 2009
SLMath
Maxwell-Schrödinger equations for ultrashort intense laser pulse propagation in molecular media Thumbnail

Maxwell-Schrödinger equations for ultrashort intense laser pulse propagation in molecular media

Presenter
  • André Bandrauk
March 6, 2009
IMA
Disk-Based Parallel Computing: A New Paradigm Thumbnail

Disk-Based Parallel Computing: A New Paradigm

Presenter
  • Alan Edelman
February 2, 2007
SLMath
Interactive Parallel Computing using Python and IPython Thumbnail

Interactive Parallel Computing using Python and IPython

Presenter
  • Brian Granger
January 29, 2007
SLMath
Hawking Mass Monotonicity for Initial Data Sets Thumbnail

Hawking Mass Monotonicity for Initial Data Sets

Presenter
  • Sven Hirsch
January 26, 2024
IAS
Algebraic K-theory of Rings of Continuous Functions Thumbnail

Algebraic K-theory of Rings of Continuous Functions

Presenter
  • Ko Aoki
November 20, 2023
IAS
Hot Topics: MIP* = RE and the Connes’ Embedding Problem: "Interactive Proofs with S-Graphs" Thumbnail

Hot Topics: MIP* = RE and the Connes’ Embedding Problem: "Interactive Proofs with S-Graphs"

October 20, 2023
SLMath
Hot Topics: MIP* = RE and the Connes’ Embedding Problem: "Bisynchronous Correlations" Thumbnail

Hot Topics: MIP* = RE and the Connes’ Embedding Problem: "Bisynchronous Correlations"

Presenter
  • Michael Brannan
October 20, 2023
SLMath
Hot Topics: MIP* = RE and the Connes’ Embedding Problem: "Answer Reduction via Low-Degree Testing and PCPs" Thumbnail

Hot Topics: MIP* = RE and the Connes’ Embedding Problem: "Answer Reduction via Low-Degree Testing and PCPs"

Presenter
  • Anand Natarajan
October 20, 2023
SLMath
Hot Topics: MIP* = RE and the Connes’ Embedding Problem: "LCS-Games, Non-Hyperlinear Groups, and Schaefer Dichotomy Theorems" Thumbnail

Hot Topics: MIP* = RE and the Connes’ Embedding Problem: "LCS-Games, Non-Hyperlinear Groups, and Schaefer Dichotomy Theorems"

Presenter
  • William Slofstra
October 19, 2023
SLMath
Hot Topics: MIP* = RE and the Connes’ Embedding Problem: "Products of Games and Parallel Repetition" Thumbnail

Hot Topics: MIP* = RE and the Connes’ Embedding Problem: "Products of Games and Parallel Repetition"

Presenter
  • Henry Yuen
October 19, 2023
SLMath