The Mathematics and Physics of Disordered Media
Percolation, Random Walk, Modeling, and Simulation.Proceedings of a Workshop held at the IMA, University of Minnesota, Minneapolis, February 13-19,1983, Lecture Notes in Mathematics 1035
Erschienen am
01.12.1983, 1. Auflage 1983
Beschreibung
InhaltsangabeRandom processes and random systems: An introduction.- On the wedding of certain dynamical processes in disordered complex materials to the theory of stable (Lévy) distribution functions.- Fractal stochastic processes: Clusters and intermittancies.- Percolation and fractal properties of thin gold films.- Percolation and capillary fluid displacement.- Recent progress and current puzzles in percolation.- Markov fields, correlated percolation, and the Ising model.- Directionality effects in percolation.- Percolation and related systems in equilibrium statistical mechanics.- Branched polymers, polymer gels and percolation theory.- Critical probabilities in percolation models.- Critical exponents and thresholds for percolation and conduction.- Models of disordered media: Some new results, including some new connections between composite-media, fluid-state, and random-flight theories.- Variational bounds on the diffusive and hydrodynamic permeabilities of randomly perforated sheets.- Diffusions and random walks in random media.- Waves in disordered media.- Microscopic origins of stochastic crack growth.
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Springer Verlag GmbH
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