Videos

Start date cannot be after end date.
Semiclassical analysis, amplification, and subconvexity Thumbnail

Semiclassical analysis, amplification, and subconvexity

Presenter
  • Simon Marshall
March 20, 2018
IAS
Subconvex equidistribution of cusp forms Thumbnail

Subconvex equidistribution of cusp forms

Presenter
  • Paul Nelson
May 1, 2017
SLMath
Determination of elliptic curves by their adjoint p-adic L-functions Thumbnail

Determination of elliptic curves by their adjoint p-adic L-functions

Presenter
  • Maria Nastasescu
February 2, 2017
SLMath
Cycles on the moduli of Shtukas and Taylor coefficients of L-functions Thumbnail

Cycles on the moduli of Shtukas and Taylor coefficients of L-functions

Presenter
  • Wei Zhang
February 4, 2016
IAS

Some challenges for computing automorphic forms and their L-functions

Presenter
  • Peter Sarnak
November 11, 2015
ICERM
Capacity drop at freeway merges: Analytical integration of microscopic behaviors Thumbnail

Capacity drop at freeway merges: Analytical integration of microscopic behaviors

Presenter
  • Ludovic Leclercq Leclercq
October 1, 2015
IPAM
Concentration of Spectral Measures of Random Matrices Thumbnail

Concentration of Spectral Measures of Random Matrices

Presenter
  • Elizabeth Meckes
April 15, 2015
IMA
Modularity of non-semisimple Galois representations Thumbnail

Modularity of non-semisimple Galois representations

Presenter
  • Henri Darmon
December 4, 2014
SLMath
Gauge theory and Langlands duality Thumbnail

Gauge theory and Langlands duality

Presenter
  • Edward Frenkel
September 2, 2014
SLMath
Analytic continuation of p-adic modular forms and applications to modularity, 2 Thumbnail

Analytic continuation of p-adic modular forms and applications to modularity, 2

Presenter
  • Payman Kassaei
August 19, 2014
SLMath
Analytic continuation of p-adic modular forms and applications to modularity Thumbnail

Analytic continuation of p-adic modular forms and applications to modularity

Presenter
  • Payman Kassaei
August 18, 2014
SLMath
Local-global compatibility of regular algebraic cuspidal automorphic representations when l is not equal to p Thumbnail

Local-global compatibility of regular algebraic cuspidal automorphic representations when l is not equal to p

Presenter
  • Ila Varma
August 14, 2014
SLMath