Recent Advances in Kinetic Equations and Applications

1 A. Arnold et al., Sharpening of decay rates in Fourier based hypocoercivity methods.- 2 L. Barletti et al., Quantum drift-diffusion equations for a two-dimensional electron gas with spin-orbit interaction.- 3 M. Bisi and R. Travaglini, A kinetic BGK relaxation model for a reacting mixture of polyatomic gases.- 4 Y. Cao and C. Kim, On Some Recent Progress in the Vlasov-Poisson-Boltzmann System with Diffuse Reflection Boundary.- 5 G. Cavallaro, The Vlasov equation with infinite mass.- 6 F. Charles, Mathematical and numerical study of a dusty Knudsen gas mixture: extension to non-spherical dust particles.- 7 A. Frouvelle, Body-attitude alignment: first order phase transition, link with rodlike polymers through quaternions, and stability.- 8 F. Golse, The Half-Space Problem for the Boltzmann Equation with Phase Transition at the Boundary.- 9 M. Griffin-Pickering and M. Iacobelli, Recent developments on quasineutral limits for Vlasov-type equations.- 10 J. Jang and C. Kim, A note on acoustic limit for the Boltzmann equation.- 11 T. Komorowski and S. Olla, Thermal boundaries in kinetic and hydrodynamic limits.- 12 N. Pouradier Duteil and B. Piccoli, Control of collective dynamics with time-varying weights.- 13 M. Piedade et al., Kinetic modelling of autoimmune diseases.- 14 S. Taguchi and T. Tsuji, A generalized slip-flow theory for a slightly rarefied gas flow induced by discontinuous wall temperature.- 15 S. Takata et al., A revisit to the Cercignani-Lampis model: Langevin picture and its numerical simulation.- 16 E. Zoni and S. Possanner, On the accuracy of gyrokinetic equations in fusion applications.