Hydrodynamic Behavior and Interacting Particle Systems
By: edited by George Papanicolaou
Series: The IMA Volumes in Mathematics and Its Applications -- 9; IMA volumes in mathematics and its applications -- 9.
Publisher: Springer US
Published: 1987
Place of publication: New York, NY
Language: eng
Format: [electronic resource] /
Number of pages: 210
ISBN-13: 9781468463491; 9781468463477
Subjects: Mathematics; Distribution (Probability theory)
Other titles: Papers Presented at a Workshop, Held at the Institute for Mathematics and Its Applications of the University of Minnesota during the Week of March 17, 1986
Description: This is the third volume (out of four) with papers which originated during the course of the Stochastic Equations and Their Applications year at the Institute for Mathematics and Its Applications at the University of Minnesota. This volume which is directed towards researchers in applied mathematics, engineering, and physics, contains contributions by P.M. Chaikin, W.D. Dozier, H.M. Lindsay, D.A. Dawson, R. Figari, G. Papanicolaou, J. Rubinstein, K.F. Freed, S. Wang, J.F. Douglas, J. Fritz, J. Goodman, L.G. Gorostiza, D.E. Loper, P.H. Roberts, H. Osada, S. Ozawa, H. Spohn, A.S. Sznitman, and H. Tanaka.
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Table of contents: title: Stochastic Modelling of a Dilute Fluid-Particle Suspension; title: Experiments on Suspensions of Interacting Particles in Fluids; title: Stochastic Models of Parallel Systems for Global Optimization; title: Remarks on the Point Interaction Approximation; title: Renormalization Group Treatment of the Hydrodynamics of Polymer Chains in the Rigid Body Approximation; title: On the Hydrodynamic Limit of a Scalar Ginzburg-Landau Lattice Model: The Resolvent Approach; title: Convergence of the Random Vortex Method; title: Supercritical Branching Random Fields. Asymptotics of a Process Involving the Past; title: A Simple Mathematical Model of a Slurry; title: Limit Points of Empirical Distributions of Vorticies with Small Viscosity; title: Mathematical Study of Spectra in Random Media; title: Hydrodynamic Screening in Random Media; title: Interacting Brownian Particles: A Study of Dyson's Model; title: A Propagation of Chaos Result for Burgers' Equation; title: Limit Distributions for One-Dimensional Diffusion Processes in Self-Similar Random Environments.