Add this copy of Multicomponent Random Systems / Edited By R.L. to cart. $103.00, very good condition, Sold by MW Books rated 5.0 out of 5 stars, ships from Galway, G, IRELAND, published 1980 by New York and Basel: Marcel Dekker Inc.
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Physical description; xi, 606 pp., illustrations, 25 cm. Notes; Originally published in Russian. Includes bibliographical references. Advances in probability and related topics series, V.6 Contents; Cluster estimates for Gibbs random fields and some applications / F.H. Abdulla-Zadeh, R.A. Minlos, and S.K. Pogosian--Stationary and ergodicity of Markov interacting processes / V. Ya. Basis--[Set] Expansion for automodel random fields / P.M. Bleher--Gaussian random fields--Gibbsian point of view / R.L. Dobrushin--Automodel generalized random fields and their renorm-group / R.L. Dobrushin--Nonexistence of one-and two-dimensional Gibbs fields with noncompact group of continuous symmetries / R.L. Dobrushin and S.B. Shlosman--Analiticity of correlation functions for latice systems with nonfinite potentional in the multiphased case / V.M. Gertzik--Asymptotic properties of the product of random matrices depending on a parameter / I. Ja. Goldsheid--Symmetrical random walks on discrete groups / R.I. Grigorchuk--Stationary random sequences of maximal entropy / B.M. Gurevich--Markov partitions for rational endomorphisms of the Riemann sphere / M.V. Jakobson--The existence of the limiting distributions in some networks with communication of messages / M.J. Kel'bert--The spectrum of small random perturbations of dynamical systems / Yu. I. Kifer--Reversible Markov chains with local interaction / O. Kozlov and N. Vasilyev--An algorithm-theoretic method for the study of uniform random networks / G.I. Kurdumov--Complete cluster expansions for weakly coupled Gibbs random fields / V.A. Malyshev--The central limit theorem for random fields with mixing property / B.S. Nahapetian--Stable and attractive trajectories in multicomponent systems / One system of automata with local interactions / S.S. Vallander--Some results of numerical experiements relevant to the spectrum of one-dimensional Schrödinger equation with random potential / E.B. Vul--A structurally stable mechanism of appearance of invariant hyperbolic sets / E.B. Vul and Ya. G. Sinai. Subjects; Stochastic processes. probability. Mathematics. Near fine copy in the original colour-printed boards. Spine bands and panel edges somewhat dulled and rubbed as with age. Bumped corners. Minor library marks remain (internally). Remains particularly well-preserved overall; tight, bright, clean and strong.