Harmonic Analysis and PDE: Fluid Mechanics and Kato´s Problem

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Workshop
From March 09, 2009
to March 13, 2009

Goals

The main goal of the courses is to offer to graduate students and interested researchers introductory expositions to two topics in PDE very much related to singular integrals of Calderón-Zygmund type. On one hand Diego Córdoba will explain the formulation of Euler and Navier-Stokes equations from basic principles, will show the use on singular integrals in their study and will then cover some topics of more recent interest: vortex patches and interface problems. On the other hand, Michael Lacey will explain the solution of the Kato problem on the domain of square roots of accretive operators. In dimension one this is equivalent to L2 estimates for the Cauchy integral on Lipschitz graphs and in higher dimensions the proof depends on the T(b) Theorem as shown by Auscher, Lacey, McIntosh, Hofmann and Tchamichan.

Coordinators

  • Xavier Tolsa, Universitat Autònoma de Barcelona
  • Joan Verdera, Universitat Autònoma de Barcelona

SPEAKERS

  • Michael Lacey, Georgia Institute of Technology
    Diego Córdoba, Consejo Superior de Investigaciones Científicas

INVOICE/PAYMENT INFORMATION

IF YOUR INSTITUTION COVERS YOUR REGISTRATION FEE: Please note that, in case your institution is paying for the registration via bank transfer, you will have to indicate your institution details and choose “Transfer” as the payment method at the end of the process.

UPF | UB | UPC | UAB

*If the paying institution is the UPF / UB/ UPC / UAB, after registering, please send an email to comptabilitat@crm.cat with your name and the institution internal reference number that we will need to issue the electronic invoice. Please, send us the Project code covering the registration if needed.

Paying by credit card

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LODGING INFORMATION

ON-CAMPUS AND BELLATERRA

BARCELONA AND OFF-CAMPUS 

 

For inquiries about this event please contact the Scientific Events Coordinator Ms. Núria Hernández at nhernandez@crm.cat​​

 

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