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Particle Systems, Random Media and Large Deviations
About this Title
Richard Durrett, Editor
Publication: Contemporary Mathematics
Publication Year:
1985; Volume 41
ISBNs: 978-0-8218-5042-8 (print); 978-0-8218-7626-8 (online)
DOI: https://doi.org/10.1090/conm/041
MathSciNet review: 814698
Table of Contents
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Front/Back Matter
Articles
- Massimo Campanino – Inequalities for critical probabilities in percolation [MR 814699]
- J. T. Chayes and L. Chayes – Random tubes as a model of pair correlations [MR 814700]
- J. Theodore Cox and David Griffeath – Large deviations for some infinite particle system occupation times [MR 814701]
- Donald A. Dawson and Kenneth J. Hochberg – Function-valued duals for measure-valued processes and applications [MR 814702]
- A. De Masi, P. A. Ferrari, S. Goldstein and W. D. Wick – Invariance principle for reversible Markov processes with application to diffusion in the percolation regime [MR 814703]
- R. Durrett – Stochastic growth models: ten problems for the 80s (and 90s) [MR 814704]
- Richard S. Ellis – Large deviations and statistical mechanics [MR 814705]
- Péter Gács – Nonergodic one-dimensional media and reliable computation [MR 814706]
- H.-O. Georgii – Disordered Ising ferromagnets and percolation [MR 814707]
- Lawrence Gray – The critical behavior of a class of simple interacting systems—a few answers and a lot of questions [MR 814708]
- Andreas Greven – Phase transition for a class of Markov processes on $(\textbf {N})^S$ [MR 814709]
- Geoffrey Grimmett – Large deviations in subadditive processes and first-passage percolation [MR 814710]
- M. Z. Guo and G. Papanicolaou – Random media and self-diffusion of interacting particles [MR 814711]
- Yasunari Higuchi – A weak version of RSW theorem for the two-dimensional Ising model [MR 814712]
- Richard Holley – Possible rates of convergence in finite range, attractive spin systems [MR 814713]
- Harry Kesten – First-passage percolation and a higher-dimensional generalization [MR 814714]
- Eric S. Key – Using random matrices to give recurrence and transience criteria for random walk in a random environment [MR 814715]
- C. Kipnis – Recent results on the movement of a tagged particle in simple exclusion [MR 814716]
- Shinichi Kotani – On an inverse problem for random Schrödinger operators [MR 814717]
- Gregory F. Lawler – Intersections of simple random walks [MR 814718]
- Neal Madras – A process in a randomly fluctuating environment [MR 814719]
- C. M. Newman and L. S. Schulman – Infinite chains and clusters in one-dimensional directed and undirected percolation [MR 814720]
- Steven Orey – On the Shannon-Perez-Moy theorem [MR 814721]
- Hermann Rost and Maria Eulália Vares – Hydrodynamics of a one-dimensional nearest neighbor model [MR 814722]
- Carolyn L. Schroeder – Decay rates of Green’s functions for the Schrödinger operator [MR 814723]
- Scott Schumacher – Diffusions with random coefficients [MR 814724]
- J. van den Berg – Disjoint occurrences of events: results and conjectures [MR 814725]
- John C. Wierman – Duality for directed site percolation [MR 814726]