INHOMOGENEOUS RANDOM SYSTEMS

Deterministic and stochastic models for coagulation and fragmentation

26 January 2005, Institut Henri Poincaré, Amphi Hermite

Moderator: Fraydoun Rezakhanlou (Berkeley)


08h45 - 09h40 Fraydoun Rezakhanlou (Berkeley): A stochastic model for coagulation and Smoluchowski equation.

09h40 - 10h35 Stéphane Mischler (Paris): Qualitative behavior of the Smoluchowski coagulation equation.

10h35 - 10h55 Coffee break

10h55 - 11h50 James Norris (Cambridge): Brownian coagulation.

11h50 - 12h45 Nicolas Fournier (Nancy): On self-similar solutions to Smoluchowski's coagulation equations.

12h45 - 14h00 Lunch

14h00 - 14h55 Jean Bertoin (Paris): Some aspects of random fragmentations.

14h55 - 15h50 Luis L. Bonilla (Madrid): An asymptotic and numerical study of time-dependent homogeneous nucleation modelled by the Becker-Doering equations.

15h50 - 16h10 Coffee Break

16h10 - 17h05 Fernando P. Costa (Lisboa): Convergence to self-similar behaviour in a Becker-Doring model with input of monomers.

17h05 - 18h00 Benoit Perthame (Paris): The cell-division equation and generalized entropy method.