Scale Invariance, Interfaces, and Non-Equilibrium Dynamics

Summary: Statistical Physics of Growth Processes; J. Krug. Shapes and Dynamics of Laplacian Growth; V. Hakim. Growth Patterns: From Stable Curved Fronts to Fractal Structures; (A Summary); Y. Couder. Non-equilibrium Dynamics of Fluctuating Lines; M. Kardar, D. Ertas. An Introduction to the Statistical Mechanics of Driven Diffusive Systems; R.K.P. Zia, T. Blum. Cellular Automata Modeling of Hydrodynamics and Reactiondiffusion ...Processes: Basic Theory; B. Chopard. Non-equilibrium Ordering Dynamics and Pattern Formation; M. Siegert. Populational Dynamics and Coupled Map Lattices; I.M. Jànosi. Computer Simulation of Molecular Beam Epitaxy; D.E. Wolf. Instabilities in MBE Growth: The SLUG Model; A.W. Hunt, et al. Generic Scale Invariance and Self-organized Criticality; G. Grinstein. Minimal SOC: Intermittency in Growth and Evolution; K. Sneppen. A Self-organized Critical Pinball Machine; H. Flyvbjerg. Experiments on Bidimensional Models of Sand: Study of the Dynamics; J. Rajchenbach, et al. Index. [read more]