Instabilities and Nonequilibrium Structures III

Inhaltsverzeichnis

• Table of Content.
• I. Dynamical Systems and Statistical Mechanics.
• Fast Dynamo for Some Anosov Flows.
• How Horseshoes Are Created.
• Fine Structure of Universal Cantor Sets.
• Hamiltonian Chaos in a Laser Damage Model.
• Periodic Modulation of a Logistic Oscillator.
• Quantum Spin Chains with Residual Entropy.
• Quantum Fluctuations and Linear Response Theory.
• Non-Commutative Large Deviations and Applications.
• Squeezing in the Su(1,1) Group.
• Full Scaling and Real-Space Renormalization.
• Sand Piles, Combinatorial Games and Cellular Automata.
• II. Stochastic Effects on Dynamical Systems.
• Nonequilibrium Potentials in Spatially Extended Pattern Forming Systems.
• Passage Time Description of Dynamical Processes.
• Stochastic Processes Driven by Colored Noise: A Path Integral Point of View.
• Effect of Noise on a Hopf Bifurcation.
• Some Properties of Quasi Stationary Distributions in the Birth and Death Chains: A Dynamical Approach.
• Photon Noise Reduction in Light Sources.
• III. Instabilities in Nonequilibrium Systems.
• Spatio-Temporal Properties of Centrifugal Instabilities.
• Shape of Stationary and Travelling Cells in The Printer’s Instability.
• Secondary Instability of Cellular Structures in Directional Solidification.
• Velocity Field Structure and Semiquantitative Analysis Of Tracer Dispersion in a Taylor-Vortex Flow of Wide Gap.
• Lasers as a Test Bench for Theories of Non-Equilibrium Structures.
• Mean Field Theory of Canonical Spinodal Instabilities.
• Periodic (Layered) Structures under Constraint.
• Transitions Between Patterns of Different Symmetries.
• Direct Simulation of Three-Dimensional Turbulence.
• Transition Between Different Symmetries in Convection.
• Shallow Surface Waves in a Convecting Fluid.
• An Exact Model of Resistive Convection in a Cylindrical Plasma.
• Energy Method in the Stability of Viscoelastic Fluid.
• Solitary Waves, Topological Defects and Their Interactions in Systems with Translational and Galilean Invariance.
• Dynamics of Nonlinear SchrÖDinger Defects in Three Dimensions.
• Dynamics of Spiral Defects in Two Dimensional Extendedsystems.
• Fragmentation.
• Qualitative Theory of Defects in Non-Equilibrium Systems.