Videos

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Quiver Representations and Geometry of Calabi-Yau Threefolds Thumbnail

Quiver Representations and Geometry of Calabi-Yau Threefolds

Presenter
  • Sheldon Katz
April 29, 2007
SLMath

Calabi-Yau Manifolds, Discrete Symmetries and String Theory

Presenter
  • Challenger Mishra
November 16, 2018
ICERM
Stability and Convergence of the String Method Thumbnail

Stability and Convergence of the String Method

Presenter
  • Brian Van Koten
October 19, 2017
IPAM
Wall Crossing, Quivers and Dimers Thumbnail

Wall Crossing, Quivers and Dimers

Presenter
  • Mina Aganagic
May 14, 2010
SLMath
Tropical Geometry and the Topological String Thumbnail

Tropical Geometry and the Topological String

Presenter
  • Mina Aganagic
December 3, 2009
SLMath
(p,q) webs and their applications in string theory Thumbnail

(p,q) webs and their applications in string theory

Presenter
  • Amihay Hanany
December 3, 2009
SLMath
Real enumerative geometry via the topological string Thumbnail

Real enumerative geometry via the topological string

Presenter
  • Daniel Krefl
December 3, 2009
SLMath
Pairs, BPS states, and knot invariants Thumbnail

Pairs, BPS states, and knot invariants

Presenter
  • Rahul Pandharipande
November 20, 2009
SLMath
Counting curves in 3-folds Thumbnail

Counting curves in 3-folds

Presenter
  • Richard Thomas
January 28, 2009
SLMath
Complexity of matrix multiplication, an overview of Ch. 2 including tensors, rank of tensors, and wiring diagrams Thumbnail

Complexity of matrix multiplication, an overview of Ch. 2 including tensors, rank of tensors, and wiring diagrams

Presenter
  • Joseph Landsberg
July 7, 2008
SLMath
Generalized Cardy formula for black hole entropy(applications of forms of non-positive weight) Thumbnail

Generalized Cardy formula for black hole entropy(applications of forms of non-positive weight)

Presenter
  • Floyd Williams
June 26, 2008
SLMath
Modular forms of negative weight (more on the reciprocal of the Dedekind eta function,and a statement of the Rademacher-Zuckerman formula for Fourier coefficients) Thumbnail

Modular forms of negative weight (more on the reciprocal of the Dedekind eta function,and a statement of the Rademacher-Zuckerman formula for Fourier coefficients)

Presenter
  • Floyd Williams
June 24, 2008
SLMath