Instabilities and Nonequilibrium Structures V

Inhaltsverzeichnis

• Preface.
• I. Review Articles.
• Transitions between Spatio-Temporal Patterns in Non Equilibrium Systems.
• Galilean and Relativistic Nonlinear Wave Equations: An Hydrodynamical Tool?.
• II. Instabilities and Pattern Formation.
• Chaotically Induced Defect Diffusion.
• Pattern Formation and Phase Turbulence in the Transverse Section of Lasers.
• Long Wavelength Oscillatory Instability in Binary Fluids.
• Multiple Front Propagation in a Potential Non-Gradient System.
• Pattern Selection and Diffusive Instability.
• Monotonic Fronts of the Reaction-Diffusion Equation in one Space Dimension.
• Poiseuille Flux of Hard Particles: Theory and Simulations.
• Stationary Convection due to Resistivity and Viscosity in a Cylindrical Plasma with a Free Boundary.
• Ginzburg-Landau Equations for Oscillatory Convection in Oldroyd-B Fluids.
• Laser Model with Periodic External Injected Signal and Noise: Small Net Gain Limit.
• Flow Transitions in Rayleigh-Benard Convection: Influence of Heating Rate.
• III. Stochastic Effects.
• Noise Induced Phase Transitions.
• Competitive Coexistence in Biological Systems: Exact Analytical Results through a Quantum Mechanical Analogy.
• Effects of Disorder on Reaction-Diffusion Systems: An Analytical Approach.
• Concerning the Noise Strength in Periodically driven Pattern Convection.
• Quasi-Stationary Distribution and Gibbs Measure of Expanding Systems.
• Detailed Balance and Reversed Process for Macroscopic Systems.
• IV. Statistical Mechanics and Applications.
• Substancial Irreversibility in Quantum Cosmology.
• Generalized Spectral Decompositions for a Class of One-Dimensional Chaotic Maps.
• Two-Photon Micromaser: From Trapping to Ideal Sqeezed States.
• Thermodynamic Instabilities in Quantum Liquids.
• Construction of Hamiltonian Structures for Dynamical Systems from Scratch.
• V. Granular Matter.
• A Visit of Granular Matter.
• A Dissipative Model for Parametric Waves in Granular Materials.
• Simple Models for Fragmentation.
• VI. Short Communications.
• Chaos and Three-Frequency Resonances in a Dynamical System.
• Shape Transition in a Two-Dimension System of Bubbles.
• Nonlinear Behavior and Trapped Dynamics in the Micromaser.
• Analytical Study of the Codimension Two Bifurcations of the New Lorenz System.
• A New Basis of Wavelets for Studying Three Periodic Attractors.
• Trehalose in Solution and Its Interaction with Water and Biological Structures. Molecular Dynamics Simulation.