From Particle Systems to Partial Differential Equations -

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Résumé :
R. Alonso, Brief discussion of the $L^{r}$-theory for the Boltzmann equation: cutoff and non-cutoff.- B. Anwasia, The Maxwell-Stefan Diffusion Limit of a Hard-Sphere Kinetic Model for Mixtures.- N. Ayi, An asymptotic preserving scheme for a stochastic linear kinetic equation in the diffusion regime.- C. Bahadoran, T. S. Mountford, K. Ravishankar and E. Saada C. Bahadoran, Zero-range process in random environment.- P. Birmpa, P. Gon?alves and D. Tsagkarogiannis, On non-equilibrium fluctuations for the Stirring process with births and deaths.- Erica de la Canal, Irene M. Gamba and M. Pavic-Colic, On existence, uniqueness and Banach space regularity for solutions of Boltzmann equations systems for monatomic gas mixtures.- P. Capit?o and P. Gon?alves, Hydrodynamics of weakly asymmetric exclusion with slow boundary.- M. Fernanda P. Costa, M. Piedade M. Ramos, C. Ribeiro, A. J. Soares, Recent developments on the modelling of cell interactions in autoimmune diseases.- L. De Carlo, Geometrical structures of the instantaneous current and their macroscopic effects: vortices and perspectives in non-gradient models.- R. De Paula and C. Franceschini, Porous medium model: an algebraic perspective and the Fick's law.- G. dos Reis and V. Platonov, Forward utilities and Mean-field games under relative performance concerns.- S. Fr?meta, R. Misturini and A. Neumann, The boundary driven zero-range process.- F. Golse, Partial Regularity in Time for the Landau Equation (with Coulomb Interaction).- M. Griffin-Pickering and M. Iacobelli, Recent developments on the well-posedness theory for Vlasov-type equations.- D. Karevski and G. M. Schutz, Charge-current correlation identities for stochastic interacting particle systems.- C. Saffirio, From the Hartree to the Vlasov dynamics: conditional strong convergence.- F. Salvarani, From the Boltzmann description for mixtures to the Maxwell-Stefan diffusion equations.- R. V. Mendes, Alternative quantum formulations and systems at the classical-quantum border....

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