"Fluid Mechanics and Singular Integrals" is organized by the Institute of Mathematics of the University of Seville (IMUS).
It will take place in Seville on June 17- 21, 2013.




June 17- 21, 2013.

Monday from 8:30 to 9:15. Faculty of Mathematics.

Monday from 9:15 to 9:30. “Salón de Actos”, Faculty of Mathematics.

Abstract (pdf)


  Monday Tuesday Wednesday Thursday Friday
9.30 - 10.30

Peter Constantin

Long time behavior
of forced critical SQG

Camil Muscalu

Beyond Calderón program

Andrei Lerner

Local mean oscillations and beyond

Akihiko Miyachi

Sharp estimates for bilinear Fourier multiplier operators


Joan Verdera

Rotating vortex patches

10.30 - 11.00 Coffee
11.00 - 12.00

Vlad Vicol

Long time behavior
of forced critical SQG, part

José María Martell

Uniform Rectifiability, Harmonic Measure and A∞

Ioannis Parissis

Differentiation properties of bases
of convex sets and Muckenhoupt weights


Kabe Moen

New weighted estimates for
singular integrals
and Riesz potentials

Marius Paicu

Long time behavior
of second grade

12.00 - 13.00

Cristoph Thiele

Lp spaces for outer measures and applications

Antonio Córdoba

Singular Integrals and Fluid Mechanics

Juan Casado

Some estimates for the pressure when
its gradient is in W and applications to homogenization


María Ángeles Rodríguez-Bellido

Existence and uniqueness results
for Liquid Crystals Models

Svitlana Mayboroda

Well-posedness in
Lp for elliptic
boundary value problems

13.00 - 14.30 Lunch
14.30 - 15.30

Diego Córdoba

Splash singularities

Roman Shvydkoy

Analytical approach
to intermittency in a fully developed turbulence


David Lannes

Stability of two fluids interface

Dongho Chae

On the self-similar solutions of the Euler equations

15.30 - 16.00 Coffee
16.00 - 17.00

Keith Rogers

Directional maximal operators in higher dimensions

Alexander Iosevich

The sharp
exponent for the
area variant of the Falconer conjecture
in the plane

Dmitriy Bilyk

Discrepancy function estimates in various function spaces

17.00 - 18.00

Xuan Thinh Duong

inequalities of some singular integrals associated to Schrödinger
operators with real potentials






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