Nonlinear Kinetic Theory and Mathematical Aspects of HYPERBOLIC SYSTEMS
The Table of Contents for the full book PDF is as follows:
Organizing Committee
Preface
Numerical Approximation of the 1-D Nonlinear Drift-Diffusion Model in Semiconductors
Mathematical Biology and Kinetic Theory Evolution of the Dominance in a Population of Interacting Organisms
Formation of Maxwellian Tails
Radiative Transfer in Fragmented Interstellar Clouds
On the Discrete Velocity Models of the Enskog Equation
Bubble Functions and Stabilization of Time Dependent Problems
Electron Runaway: Some Mathematical Studies
Recent Results on a Self-Adaptive Formulation for the Elliptic/Hyperbolic Coupling
Quantitative Entropy Production Bounds for the Boltzmann Equation
On a Class of Discrete Models of Gases with Different Moduli
Convergence to Equilibrium in Various Situations for the Solution of the Boltzmann Equation
On Long Time Asymptotics of the Vlasov-Poisson-Boltzmann System
Differential Formulation and Finite Element Discretization of 3D Eddy Current Problems
Reduction Techniques for a Class of Nonlinear Models of Interest in Wave Propagation
Numerical Approach to Kinetic Problems with Temperature
A Note on Continuum Limits of Interacting Particle Systems
Random Discrete Velocity Models: Possible Bridges between the Boltzmann Equation, Discrete Velocity Models and Particle Simulation?
On the Enskog Equation and Its Hydrodynamic Limit
Point Vortices in Euler Flows
The Classical Limit of a Self-Consistent Quantum-Vlasov Equation in 3-D
Velocity Averaging for Boundary Value Problems
The Kinetic Approach to Multidimensional Relativistic Gas Dynamics
An H-Theorem for the Kinetic Equation of Simple Reacting Spheres
Simple Balance Methods for Transport in Stochastic Mixtures
Knudsen Layer Analysis by the Semicontinuous Boltzmann Equation
Balance Laws Systems and Non Equilibrium Thermodynamics
Remarks on a Self Similar Fluid Dynamic Limit for the Broadwell System
On Extended Kinetic Theory with Chemical Reaction
On Shock Wave Stability
Stability and Exponential Convergence in Lp for the Spatially Homogeneous Boltzmann Equation
