Videos

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Some aspects of the p-ADIC local Langlands correspondence for $GL(2,Q_p)$ Thumbnail

Some aspects of the p-ADIC local Langlands correspondence for $GL(2,Q_p)$

Presenter
  • Pierre Colmez
October 14, 2010
IAS
Voting Paradoxes and Combinatorics Thumbnail

Voting Paradoxes and Combinatorics

Presenter
  • Noga Alon
October 13, 2010
IAS
Approximating the Longest Increasing Subsequence in Polylogarithmic Time Thumbnail

Approximating the Longest Increasing Subsequence in Polylogarithmic Time

Presenter
  • Michael Saks
October 12, 2010
IAS
The Complexity of the Non-commutative Determinant Thumbnail

The Complexity of the Non-commutative Determinant

Presenter
  • Srikanth Srinivasan
October 11, 2010
IAS
Special course: <a href="http://www.ima.umn.edu/2010-2011/special_course/">Finite element exterior calculus</a> Thumbnail

Special course: <a href="http://www.ima.umn.edu/2010-2011/special_course/">Finite element exterior calculus</a>

Presenter
  • Douglas Arnold
October 7, 2010
IMA
Joint IAS/PU Number Theory Seminar Thumbnail

Joint IAS/PU Number Theory Seminar

Presenter
  • IAS SchoolOfMath
October 7, 2010
IAS
Pseudorandom Generators for $CCO[p]$ and the Fourier Spectrum of Low-Degree Polynomials Over Finite Fields Thumbnail

Pseudorandom Generators for $CCO[p]$ and the Fourier Spectrum of Low-Degree Polynomials Over Finite Fields

Presenter
  • Shachar Lovett
October 5, 2010
IAS
Geometry and Cell Complexes Thumbnail

Geometry and Cell Complexes

Presenter
  • IAS SchoolOfMath
October 5, 2010
IAS
Potential Automorphy Thumbnail

Potential Automorphy

Presenter
  • Richard Taylor
October 4, 2010
IAS
Super-uniformity of the typical billiard path (proof included) Thumbnail

Super-uniformity of the typical billiard path (proof included)

Presenter
  • Jozsef Beck
October 4, 2010
IAS
Members Seminar Thumbnail

Members Seminar

Presenter
  • IAS SchoolOfMath
October 4, 2010
IAS

A brief review of progress and some remaining challenges in modelling plant development

Presenter
  • Vince Gutschick
October 1, 2010
MBI