Please choose a topic (AMS Subject classification in brackets):

a) entropy method for evolution equations (kinetic, parabolic) [35B30,35B40,35J20,35K55,35Qxx,82C40]

b) kinetic boundary value problems [35Q99,76P05,82C40]

c) space homogeneous Boltzmann & Landau equations [45P05,47G10,65M06,65N06,76Pxx,82C40]

d) Boltzmann, Landau, Fokker-Planck, BGK equations [35B40,35L80,35Q35,65M06,65N06,65N30,76P05,82C40,82D10]

e) Vlasov-Poisson, Vlasov-Maxwell, Vlasov-Einstein equations [35B35,65M06,65N06,82C40]

f) Euler(-Poisson), Navier-Stokes equations []

g) kinetic models for semiconductors (and plasmas) [35Q20,41A60,76P05,78A35,82A70]

h) hydrodynamic model for semiconductors (and plasmas) [35C20,35L65,35Q20,35Q99,41A60,58C15,76F99,76N99,76P05,82C70]

i) energy transport model for semiconductors (and plasmas) [35Q20,65N30,78A35]

j) other semiconductor models: inverse problems, asymptotic limits, ... [35B25,35B40,35J50,35K57,35Q20,35Q60,41A60,49J20,49K20,76P05,76W05,78A35,82A70]

k) (numerical) coupling of kinetic and macroscopic equations, diffusive approximation [35B35,35L65,65M06,65N06,76N15,76P05,76X05,82A40,82A45,82A70,82C40]

l) analysis of quantum models (Schrödinger, Wigner, Dirac) [35B65,35J60,35K55,35L65,35Q40,35Q55,35S10,74G65,82D30]

m) macroscopic quantum models and (semiconductor) simulations [35B99,35G30,35J60,35K35,35Q40,35Q55,65M12,65M15,65M20,76Y05]

n) numerics of quantum models (Schrödinger, Wigner) []

o) kinetic models in math biology [35K55,65N40]

p) models for granular flows, vehicular traffic [60K15,76P05,90B20]

q) other [35J20,35K55,35Q20,41A60,76P05,82A70]