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Mixing and un-mixing by incompressible flows

Yao Yao

Georgia Tech

February 14, 2017 • 12:00 AM

Dynamics of Small Scales in Fluids

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Uniformly rotating smooth solutions for active scalars

Javier Gomez Serrano

Princeton University

February 14, 2017 • 12:00 AM

Dynamics of Small Scales in Fluids

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Enhanced damping and instability index theorem for 2D Euler equation

Zhiwu Lin

Georgia Tech

February 14, 2017 • 12:00 AM

Dynamics of Small Scales in Fluids

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Stability of the Couette flow in dimension 3

Pierre Germain

NYU

February 13, 2017 • 12:00 AM

Dynamics of Small Scales in Fluids

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Multiscale Coherent States in canonical shear flows and Rayleigh-Bénard con...

Fabian Waleffe

University of Wisconsin-Madison

February 13, 2017 • 12:00 AM

Dynamics of Small Scales in Fluids

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Analysis of Boundary Layers: the Good, the Bad, and the Ugly

Toan Nguyen

Penn State

February 13, 2017 • 12:00 AM

Dynamics of Small Scales in Fluids

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Newton, Euler, Navier and Green

Susan Friedlander

USC

January 27, 2017 • 12:00 AM

Current Developments in Mathematical Fluid Dynamics: Regularity, Instabilities, and Turbulence

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Evolution Equations and Randomized Initial Data

Gigliola Staffilani

Massachusetts Institute of Technology

January 26, 2017 • 12:00 AM

Current Developments in Mathematical Fluid Dynamics: Regularity, Instabilities, and Turbulence

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Steady Water Waves of Large Amplitude with Stagnation and Eddies

Walter Strauss

Brown University

January 25, 2017 • 12:00 AM

Current Developments in Mathematical Fluid Dynamics: Regularity, Instabilities, and Turbulence

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The dyadic model of the Navier-Stokes equations

Alexey Cheskidov

University of Illinois at Chicago

January 24, 2017 • 12:00 AM

Current Developments in Mathematical Fluid Dynamics: Regularity, Instabilities, and Turbulence

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Critically diffusive active scalar equations and the second iterate

Walter Rusin

Oklahoma State University

January 24, 2017 • 12:00 AM

Current Developments in Mathematical Fluid Dynamics: Regularity, Instabilities, and Turbulence

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Recent Progress on Euler Singularity and Related Models

Thomas Hou

California Institute of Technology

January 24, 2017 • 12:00 AM

Current Developments in Mathematical Fluid Dynamics: Regularity, Instabilities, and Turbulence

Play

Video Archive

Mixing and un-mixing by incompressible flows

Uniformly rotating smooth solutions for active scalars

Enhanced damping and instability index theorem for 2D Euler equation

Stability of the Couette flow in dimension 3

Multiscale Coherent States in canonical shear flows and Rayleigh-Bénard con...

Analysis of Boundary Layers: the Good, the Bad, and the Ugly

Newton, Euler, Navier and Green

Evolution Equations and Randomized Initial Data

Steady Water Waves of Large Amplitude with Stagnation and Eddies

The dyadic model of the Navier-Stokes equations

Critically diffusive active scalar equations and the second iterate

Recent Progress on Euler Singularity and Related Models

Video Archive

Mixing and un-mixing by incompressible flows

Uniformly rotating smooth solutions for active scalars

Enhanced damping and instability index theorem for 2D Euler equation

Stability of the Couette flow in dimension 3

Multiscale Coherent States in canonical shear flows and Rayleigh-Bénard con...

Analysis of Boundary Layers: the Good, the Bad, and the Ugly

Newton, Euler, Navier and Green

Evolution Equations and Randomized Initial Data

Steady Water Waves of Large Amplitude with Stagnation and Eddies

The dyadic model of the Navier-Stokes equations

Critically diffusive active scalar equations and the second iterate

Recent Progress on Euler Singularity and Related Models