Videos

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Character theory of finite groups of Lie type Thumbnail

Character theory of finite groups of Lie type

Presenter
  • Meinolf Geck
February 5, 2018
SLMath
Modular symbols and arithmetic Thumbnail

Modular symbols and arithmetic

Presenter
  • Romyar Sharifi
January 30, 2018
IAS
Infinitesimal deformations of varieties with transversal RDPs Thumbnail

Infinitesimal deformations of varieties with transversal RDPs

Presenter
  • Barbara Fantechi
January 25, 2018
SLMath
Modular symbols and arithmetic Thumbnail

Modular symbols and arithmetic

Presenter
  • Romyar Sharifi
January 23, 2018
IAS
Birds, magnets, soap, and sandblasting: Surprising connections in the theory of incompressible flocks Thumbnail

Birds, magnets, soap, and sandblasting: Surprising connections in the theory of incompressible flocks

Presenter
  • John Toner
January 19, 2018
IMA
Analysis of Static solutions and hydrodynamics of biaxial nematic liquid crystals Thumbnail

Analysis of Static solutions and hydrodynamics of biaxial nematic liquid crystals

Presenter
  • Changyou Wang
January 19, 2018
IMA
Reduced Gromov--Witten invariants from cuspidal curves Thumbnail

Reduced Gromov--Witten invariants from cuspidal curves

Presenter
  • Cristina Manolache
January 18, 2018
SLMath
Focal conic domains in smectic thin films: Frustration-induced defects and their frustrated packings Thumbnail

Focal conic domains in smectic thin films: Frustration-induced defects and their frustrated packings

Presenter
  • Daniel Beller
January 18, 2018
IMA
Dynamics of 2D and 3D Topological Solitons Thumbnail

Dynamics of 2D and 3D Topological Solitons

Presenter
  • Ivan Smalyukh
January 17, 2018
IMA
Modular symbols and arithmetic Thumbnail

Modular symbols and arithmetic

Presenter
  • Romyar Sharifi
January 16, 2018
IAS
Spectral gaps without frustration Thumbnail

Spectral gaps without frustration

Presenter
  • Marius Lemm
December 6, 2017
IAS
Open Gromov-Witten theory of $(\\mathbb{CP}^1,\\mathbb{RP}^1)$ in all genera and Gromov-Witten Hurwitz correspondence Thumbnail

Open Gromov-Witten theory of $(\\mathbb{CP}^1,\\mathbb{RP}^1)$ in all genera and Gromov-Witten Hurwitz correspondence

Presenter
  • Amitai Zernik
December 4, 2017
IAS