# Applied Analysis & Applied PDEs

## Topic

Blow-up arguments and the Navier-Stokes equations

- Yoshikazu Giga (University of Tokyo)

- Paul Milewski

- Brittany Froese (Simon Fraser University)

- Hakima Bessaih

- Leslie Smith, University of Wisconsin, Madison

- Natasa Pvlovic

- Andrew J. Majda (NYU)

- Omar Lazar

- Georgy Kitavtsev (Max Planck Institute for Mathematics in the Sciences, Germany)

- JosÃ© MazÃ³n (Universitat de Valencia, Spain)

- Adrian Tudorascu

- Adam Oberman (Simon Fraser University, Canada)

- Adam Oberman (Simon Fraser University, Canada)

- Stephen Gustafson (University of British Columbia, Canada)

- Michael L. Waite (Unviersity of Waterloo, Canada)

- Tsuyoshi Yoneda

- Edriss Titi

- Yoshikazu Giga (University of Tokyo)

Stability of Large Amplitude Interfacial Waves

- Paul Milewski

Numerical Methods for the Monge-Amp\`ere Equation with Transport Boundary Conditions

- Brittany Froese (Simon Fraser University)

Invariant Gibbs measures of the energy for shell models of turbulence

- Hakima Bessaih

A Hierarchy of PDE Reduced Models for Rotating Stratified Flows

- Leslie Smith, University of Wisconsin, Madison

On the Cauchy problem for Gross-Pitaevskii hierarchies

- Natasa Pvlovic

Climate Science, Waves, and PDEâ€™s for the Tropics: Observations, Theory, and Numerics

- Andrew J. Majda (NYU)

Global existence for the dissipative critical surface quasi-geostrophic equation.

- Omar Lazar

Existence and qualitative behaviour of solutions to lubrication equations in the presence of strong slippage

- Georgy Kitavtsev (Max Planck Institute for Mathematics in the Sciences, Germany)

A Monge-Kantorovich mass transport problem for a discrete distance

- JosÃ© MazÃ³n (Universitat de Valencia, Spain)

Weak Lagrangian solutions for the Semi-Geostrophic system in physical space

- Adrian Tudorascu

Fast finite difference solvers for singular solutions of the elliptic Monge-AmpÃ¨re equation

- Adam Oberman (Simon Fraser University, Canada)

Fast finite difference solvers for singular solutions of the elliptic Monge-AmpÃ¨re equation

- Adam Oberman (Simon Fraser University, Canada)

Global solutions of the Landau-Lifshitz system

- Stephen Gustafson (University of British Columbia, Canada)

Geophysical turbulence at intermediate scales etc

- Michael L. Waite (Unviersity of Waterloo, Canada)

Long time solvability of the Navier-Stokes-Boussinesq Equations and Related Topics

- Tsuyoshi Yoneda

On the Loss of Regularity for the Three-Dimensional Euler Equations

- Edriss Titi

## Speakers

## Details

This workshop will involve researchers in applied PDEs and optimal transportation, with special focus on applications in fluid dynamics and waves in atmospheric science.

The workshop will include three mini-courses, as well as talks, on topics from optimal transportation theory, Navier-Stokes type equations, and PDEs for waves in atmospheric science.

Please see the official event webpage for futher information:

http://www.mitacs.ca/events/index.php?option=com_content&view=article&id=169&Itemid=191&lang=en

## Additional Information

This workshop is part of PIMS' **Thematic Program on Applied Mathematics Perspectives. **

Help PIMS improve its operations and plan for future events: please fill out our (quick!) online survey. Thanks!

This is a Past Event

Event Type

**Scientific, Conference**

Date

**July 12â€“15, 2011**

Time

**-**

Location

University of Victoria