| Name | Title | Abstract | Paper (ps-format)
| |
|---|---|---|---|---|
| Kazuo Aoki
aoki@kur3.kuaero.kyoto-u.ac.jp | Fluid-dynamic limit for a gaseous mixture and the ghost effect: Asymptotic analysis of the Boltzmann equation | .ps |
| |
| Alexai Arsenev
| Particle method for the time-dependent Hartree-Fock equation | * |
| |
| Jack Banasiak
banasiak@scifs1.und.ac.za | Hydrodynamic limits in extended kinetic theory | * | .ps
| |
| Alexander Bobylev
alexander.bobylev@kau.se | A kinetic model for agglutination |
| ||
| Luis Bonilla
| A modified Chapman-Enskog procedure for Fokker-Planck type equations | * |
| |
| Karl Borg
kborg@mech.kth.se | Thermophoresis of Axially Symmetric Bodies | .ps |
| |
| Emanuele Caglioti
caglioti@axcasp.caspur.it | One dimensional granular media: particle model and kinetic description | * |
| |
| Carlo Cercignani
| Mathematical models and problems in kinetic theory | * |
| |
| Stéphane Cordier
cordier@cmapx.polytechnique.fr | Numerical simulations of the quantum Boltzmann equation |
| ||
| Laurent Desvillettes
Laurent.Desvillettes@cmla.ens-cachan.fr | An example of "kinetic-like" equation in population dynamics. |
| ||
| Bob Eisenberg
beisenbe@rush.edu | Ionic channels as natural nanotubes | * |
| |
| Regis Ferriere
rferrier@mars.snv.jussieu.fr | Lattice models and pair approximation in ecology | *
| ||
| Isaac Goldhirsch
| Granular materials | * |
| |
| Simon Hern
hern@giove.dipmat.unict.it | Numerical Solutions for Hydrodynamical Semiconductor Models | * |
| |
| Mohammed Lemou
lemou@mip.ups-tlse.fr | Viscoselastic fluid models derived from kinetic equations of polymers. | * |
| |
| Brigitte Lucquin
lucquin@ann.jussieu.fr | The grazing collision limit for the Boltzmann Lorenz model | .ps |
| |
| Armando Majorana
majorana@dipmat.unict.it | A new finite differences scheme for Boltzmann equation on semiconductor devices | .ps |
| |
| Giovanni Mascali
mascali@dmi.unict.it | An extended fluid-dynamical model describing electron transport in semiconductors. | .ps
| ||
| Nader Masmoudi
Nader.Masmoudi@ens.fr | Existence results for some polymeric fluids | * |
| |
| Antoine Mellet
mellet@mip.ups-tlse.fr | A non-linear diffusion regime without the detailed balance | * |
| |
| Cristina Milazzo
cmilazzo@dipmat.unict.it | Space Homogeneous solutions of the Boltzmann equation for an electron gas in a semiconductor | .ps |
| |
| Vladislav Panferov
vkat@math.chalmers.se | On diffuse reflection boundary conditions for nonlinear stationary kinetic equations. | * |
| |
| Frédéric Poupaud
poupaud@math.unice.fr | Brillouin oscillations : a mathematical proof | * |
| |
| Valeria Ricci
Valeria.Ricci@cmla.ens-cachan.fr | Derivation of a linear Boltzmann equation for a lattice gas | * |
| |
| Janis Rimshans
rimshans@com.latnet.lv | Numerical Method for Solution Fokker - Planck Kinetic Equations in Semiconductors | * |
| |
| Sergej Rjasanow
rjasanow@num.uni-sb.de | Fast deterministic method for the smoothed Boltzmann equation | * |
| |
| Vittorio Romano
romano@dipmat.unict.it | Non parabolic band hydrodynamical model of semiconductors and simulation of electron devices. | * |
| |
| Francesco Salvarani
Francesco.Salvarani@cmla.ens-cachan.fr | Characterization of collision kernel | * |
| |
| Karl Sigmund
karl.sigmund@univie.ac.at | Effects of space and frequency in models of natural selection | * |
| |
| Lars Söderholm
lhs@mech.kth.se | Equilibrium Temperature of Small Body in Shearing Gas Flow | .ps |
| |
| Giuseppe Toscani
toscani@unipv.it | One-dimensional kinetic models with dissipative collisions | * |
| |
| Wolfgang Wagner
wagner@wias-berlin.de | Deterministic and stochastic models for coagulation -fragmentation processes | * |
| |
| Cedric Villani
Cedric.Villani@ens.fr | Entropy/entropy dissipation inequalities for dissipative systems with granular-type friction | * |
| |
| Philippe Villedieu
villedie@onecert.fr | Applications of a droplet collision model in the context of solid propulsion | * | .ps
| |
| Raimund Wegener
wegener@itwm.uni-kl.de | An explicitly solvable kinetic model for vehicular traffic and associated macroscopic equations | * |
|