Videos

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New Geometric Techniques in Number Theory, lecture 9 Thumbnail

New Geometric Techniques in Number Theory, lecture 9

Presenter
  • Toby Gee
July 9, 2013
SLMath
New Geometric Techniques in Number Theory, lecture 7 Thumbnail

New Geometric Techniques in Number Theory, lecture 7

Presenter
  • Toby Gee
July 8, 2013
SLMath
New Geometric Techniques in Number Theory, lecture 5 Thumbnail

New Geometric Techniques in Number Theory, lecture 5

Presenter
  • David Nadler
July 5, 2013
SLMath
Globally F-regular and Frobenius split surfaces Thumbnail

Globally F-regular and Frobenius split surfaces

Presenter
  • Shunsuke Takagi
May 9, 2013
SLMath
The Inverse Galois Problem for $PSL_2(F_p)$ Thumbnail

The Inverse Galois Problem for $PSL_2(F_p)$

Presenter
  • David Zywina
October 4, 2012
IAS
Sparsity and Non-Euclidean Embeddings Thumbnail

Sparsity and Non-Euclidean Embeddings

Presenter
  • Olivier Guédon
October 18, 2011
SLMath
Near-equivalence of the Restricted Isometry Property and the Johnson-Lindenstrauss Lemma Thumbnail

Near-equivalence of the Restricted Isometry Property and the Johnson-Lindenstrauss Lemma

Presenter
  • Rachel Ward
September 20, 2011
SLMath
On Families of Filtered phi Modules and Crystalline Representations Thumbnail

On Families of Filtered phi Modules and Crystalline Representations

Presenter
  • Eugen Hellmann
December 8, 2010
IAS
Finding all elliptic curves with good reduction outside a given set of primes Thumbnail

Finding all elliptic curves with good reduction outside a given set of primes

Presenter
  • John Cremona
June 24, 2010
SLMath
Sage Days 22: Computing with Elliptic Curves, lecture 3 Thumbnail

Sage Days 22: Computing with Elliptic Curves, lecture 3

Presenter
  • Matthew Greenberg
June 21, 2010
SLMath
Indecomposable classes in the Brauer group of Q_p(t) Thumbnail

Indecomposable classes in the Brauer group of Q_p(t)

Presenter
  • Kelly McKinnie
January 24, 2009
SLMath
On l-adic families of admissible representations of GL2(Qp) Thumbnail

On l-adic families of admissible representations of GL2(Qp)

Presenter
  • David Helm
June 29, 2008
SLMath