# Institut Henri Poincaré, Paris

# 9-11 February 2011

** Program
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Wednesday 9th February
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9h30-10h10 : registration

10h10-11h30 : opening session by the scientific committee

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11h30-12h15 : Kazuo Aoki.
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Some remarks on collisionless gases
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12h15-13h00 : Raffaele Esposito.
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Stability of coexisting phases in a kinetic binary mixture
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lunch break
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14h30-15h15 : Pierre Gaspard.
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Time-reversal symmetry relation for nonequilibrium flows ruled by the
fluctuating Boltzmann equation
*

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15h15-16h00 : Bernt Wennberg.
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On the propagation of chaos in pair interaction driven master equations
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coffee break
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16h30-17h15 : Claude Bardos.
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About incompressible Euler limit of solutions of Navier-Stokes and Boltzmann
equation in the presence of boundary effects
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17h20-18h00 : "human rights" session

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Thursday 10th February
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9h45-10h30 : Irene M. Gamba.
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Analysis for the non-linear Boltzmann equation and its numerical approximations
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coffee break
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11h00-11h45 : Sauro Succi.
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Lattice Boltzmann across scales: from fluid
turbulence to quantum mechanics
*

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11h45-12h30 : Dominique d'Humières
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lunch break
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14h30-15h15 : Stéphane Mischler.
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Statistical solutions to the Boltzmann equation and chaos
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15h15-16h00 : José Antonio Carrillo.
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Global Classical Solutions Close to Equilibrium to the Vlasov-Fokker-Planck-Euler System
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coffee break
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16h30-17h15 : François Golse.
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The Mean-Field Limit for a Regularized Vlasov-Maxwell Dynamics
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18h30 reception

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Friday 11th February
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9h00-9h45 : Giuseppe Toscani.
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Kinetic models with randomly
perturbed binary collisions
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9h45-10h30 : Colm Connaughton.
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Instantaneous Gelation in Smoluchowski's Coagulation Equation Revisited
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coffee break
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11h00-11h45 : Jaroslaw Piasecki.
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Approach to field induced stationary states
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11h45-12h30 : Joel L. Lebowitz.
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Microscopic Origin of Macroscopic Laws: Transport Processes and Lyapunov Functionals
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lunch break
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14h00-14h45 : Emanuele Caglioti.
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Some considerations on the long time behavior of solutions of Vlasov-like Equations
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14h45-15h30 : Mario Pulvirenti.
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The Boltzmann-Grad limit for a soft-ball system in a stationary state
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