2004Taiwan

2004 Taiwan

Tai-Ping Liu	Tai-Ping Liu	Claude Bardos		Claude Bardos	Academia Sinica
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Scientific report(s)			Michel Jambu (in French, pdf) Tai-Ping Liu & Jyh-hao Lee (pdf)
Lecture notes			Laurent Desvillettes (pdf) Yoshio Sone (pdf) Francois Golse (pdf) Tai-Ping Liu & Shih-Hsien Yu (pdf) Claude Bardos (pdf)

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CIMPA-UNESCO-TAIWAN

Kinetic Equations: from Theory to Applications

Objectives:

Kinetic equations are used in several high tech applications ranging from entry in the atmosphere of space shuttle to design of chips which are so small that the electric current does not thermalize in the process. They are also used in the design of ionic motors for satellite and so on. They provide a natural link between different scientific point of view and different mathematical approaches ranging from hamiltonian mechanic (classic or quantized) to evolution of large scale structures in turbulence within between the classical equations Euler Navier stokes and so on. This School on Kinetic equations will be a good opportunity to provide training ranging from theoretical math to genuine applications.

Scientific directors and organizers:

Tai-Ping Liu (Stanford University and Academia Sinica Taipei), Claude Bardos (University of Paris 7 and Laboratory JL Lions, University of Paris 6)

Working languages:

English

Date and location:

December 8-20, 2004, Taipei (Taiwan)

Scientific programme:

Claude Bardos: Asymptotic limits of N particles Schrödinger equation.

Laurent Desvillettes: Asymptotic Limit of solutions of the Boltzmann equation.

Francois Golse: Incompressible limits of the Boltzmann equation.

Yoshio Sone: Kinetic Theory and Fluid Dynamics.

Tai-Ping Liu: Conservation Laws and Boltzmann Equation.

Prerequisites:

Participants in the School are expected to be research students (M. Phil. and Ph. D. candidates), post-doctoral students, university teachers and others. Junior scientists involved in diverse type of applied mathematics programs (scientific computation and modelling) are especially welcomed.