Fourth International Conference on Dynamical Systems
and Differential Equations

Wilmington, NC, USA
May 24-27, 2002

Special Session
Recent Progress in the Theory of Exponential Attractors














Organizer : A. Miranville
 
 

List of invited speakers (tentative) :
 

  • J. Chen , University of Delaware, USA.  Chaotic attractors in discrete population models.

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  • Le Dung, University of Texas, San Antonio, USA. Exponential attractors for a class of cross-diffusion reaction systems on any dimensional domains.

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  • M. Efendiev, Stuttgart University, Germany.

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  • C. Galusinski, University of Bordeaux-I, France. Gevrey regularity for attractors of damped wave equations.

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  • Qingfeng Ma, Indiana University, Bloomington, USA. Necessary and sufficient conditions for the existence of global attractors of semigroups and applications.

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  • A. Miranville, University of Poitiers, France. A construction of exponential attractors in Banach spaces.

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  • B. Nicolaenko, Arizona State University, USA. Exponential attractors for dissipative systems in Banach spaces and applications to 3D Navier-Stokes equations.

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  • V. Pata, Politecnico di Milano, Italy. Uniform attractors for dynamical systems with memory.

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  • A. Piétrus, University of Antilles-Guyane, France. Mathematical study of a model describing the evolution of the surface of a film.

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  • D. Prazak, Charles University, Prague, Czech Republic. Exponential attractor for the wave equation with nonlinear damping.

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  • M. Ziane, University of Southern California, USA. Exponential attractors for the compressible Navier-Stokes equations.

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  • S. Zelik, Université de Poitiers, France.