Videos

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Jacob Bernstein - Entropy and C^0 stability of hypersurfaces - IPAM at UCLA Thumbnail

Jacob Bernstein - Entropy and C^0 stability of hypersurfaces - IPAM at UCLA

Presenter
  • Jacob Bernstein
February 9, 2022
IPAM

Positive Lyapunov exponents for the Galerkin-Navier-Stokes equations with stochastic forcing

Presenter
  • Jacob Bedrossian
October 22, 2021
ICERM
Vortex filament solutions of the 3D Navier-Stokes equations Thumbnail

Vortex filament solutions of the 3D Navier-Stokes equations

Presenter
  • Jacob Bedrossian
April 26, 2021
SLMath
Lagrangian chaos, almost sure exponential mixing, and passive scalar turbulence Thumbnail

Lagrangian chaos, almost sure exponential mixing, and passive scalar turbulence

Presenter
  • Jacob Bedrossian
January 25, 2021
SLMath
Almost-sure exponential mixing in stochastic fluid mechanics and Batchelor-regime passive scalar turbulence Thumbnail

Almost-sure exponential mixing in stochastic fluid mechanics and Batchelor-regime passive scalar turbulence

Presenters
  • Jacob Bedrossian
  • Alex Blumenthal
January 14, 2021
IPAM
Two-Dimensional Time-Reversal-Invariant Topological Insulators via Fredholm Theory Thumbnail

Two-Dimensional Time-Reversal-Invariant Topological Insulators via Fredholm Theory

Presenter
  • Jacob Shapiro
January 17, 2020
IPAM
Lie algebras and homotopy theory Thumbnail

Lie algebras and homotopy theory

Presenter
  • Jacob Lurie
November 11, 2019
IAS
Derived Algebraic Geometry And Its Applications - Character Theory and Tempered Cohomology Thumbnail

Derived Algebraic Geometry And Its Applications - Character Theory and Tempered Cohomology

Presenter
  • Jacob Lurie
March 28, 2019
SLMath
Singular Hodge theory of matroids Thumbnail

Singular Hodge theory of matroids

Presenter
  • Jacob Matherne
October 1, 2018
IAS
Transverse Transport in Topological Magnetic Materials Thumbnail

Transverse Transport in Topological Magnetic Materials

Presenter
  • Jacob Gayles
July 12, 2018
IAS
Period mappings are definable in the o-minimal structure $\\mathbb{R}_{an,exp}$ Thumbnail

Period mappings are definable in the o-minimal structure $\\mathbb{R}_{an,exp}$

Presenter
  • Jacob Tsimerman
March 13, 2018
IAS
Ax-Schanuel for Shimura Varieties Thumbnail

Ax-Schanuel for Shimura Varieties

Presenter
  • Jacob Tsimerman
March 9, 2018
IAS