Mathematical Problems in Semiconductor Physics

Part 1 General lectures: an extended thermodynamic framework for the hydrodynamical modelling of semiconductors, A.M. Anile; macroscopic theory of charged quantum fluids, I. Gasser et al; the Child-Langmuir law in the kinetic theory of charged particles - semiconductor models, N. Ben Abdallah and P. Degond. Part 2 Contributed lectures: the relaxation-time Wigner equation, A. Arnold; Gunn instabilities in extrinsic semiconductors, L.L. Bonilla; the drift-diffusion model as an evolution equation of special structure, H. Gajewski; approximate kinetic equations for ID carrier flow in semiconductor devices, A. Majorana; relaxation phenomena for the hydrodynamic models in semiconductors, P.A. Marcati and R. Natalini; drift diffusion models for heterostructures in semiconductors, F. Poupand and A. Yamnahakki; an extension of the hydrodynamic model equations, C. Ringhofer; the hydrodynamic model in semiconductors - coefficient calculation for the conduction band of silicon, M. Rudan et al.