Cover

pp.：  1 – 8

Preface

pp.：  6 – 10

TOC$Contents

pp.：  8 – 6

CH$Chapter 1. On the Fluid Dynamical Limit of the Boltzmann Equation

pp.：  10 – 30

CH$Chapter 2. Neumann Layer Phenomena in Nonlinear Diffusion Systems

pp.：  30 – 48

CH$Chapter 3. Water Waves and Fried–richs Expansion

pp.：  48 – 68

CH$Chapter 4. Global Existence and Stability of Solutions for Discrete Velocity Models of the Boltzmann Equation

pp.：  68 – 96

CH$Chapter 5. Blow-up of Solutions for Quasi-Linear Wave Equations in Two Space Dimensions

pp.：  96 – 102

CH$Chapter 6. A Kinetic Approximation of Entropy Solu–tions of First Order Quasilinear Equations

pp.：  102 – 116

CH$Chapter 7. Instability of Spatially Homogeneous Periodic Solutions to Delay-Diffusion Equations

pp.：  116 – 134

CH$Chapter 8. On Some Non–linear Dispersive Systems and the Associated Nonlinear Evo–lution Operators

pp.：  134 – 152

CH$Chapter 9. Nonstationary or Stationary Free Boundary Problems for Perfect Fluid with Surface Tension

pp.：  152 – 164

CH$Chapter 10. Global Existence Theorem for Nonlinear Wave Equation in Exterior Domain

pp.：  164 – 206

CH$Chapter 11. Diffusion Processes and Partial Differential Equa–tions

pp.：  206 – 220

CH$Chapter 12. Free Boundary Problems for the Equations of Mo– tion of General Fluids

pp.：  220 – 230

CH$Chapter 13. Scattering of Solu–tions of Nonlinear Klein-Gordon Equations in Higher Space Dimensions

pp.：  230 – 250