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A B C D E F G H I J K L M N O P Q R S T U V W X Y Z А Б В Д З И К М Н О П Р С Х Ч
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7967.Alexandrowicz Z.A definition of irreversible entropy change by detailed (Im)balance of a stochastic process1977••
7966.Zannetti M.Self-consistent treatment of a phase transition in a system with a vector order parameter1974••
7965.Amit SurLebowitz J.L.Marro J.Monte Carlo studies of percolation phenomena for a simple cubic lattice1976••
7964.Brenner,S.L.Nossal R.J.Weiss G.H.Number fluctuation analysis of random locomotion. Statistics of a Smoluchowski process1978••
7963.Heilmann O.J.Huckaby D.A.Phase transitions in lattice gas models for water1979••
7962.Rudd W.G.Frisch H.L.Brickman L.Inversion of the classical second virial coefficient1972••
7961.Kurtze D.A.Fisher M.E.The Yang-Lee edge singularity in spherical models1978••
7960.Hale B.N.Kiefer J.A partition function model for nucleation on surfaces1975••
7959.TomioYamakoshiPetroskyTheory of irreversible processes in nonequilibrium quantum systems. II. Cluster expansions with contraction for homogenous systems1979••
7958.Hintermann A.Kunz H.Wu F.Y.Exact results for the Potts model in two dimensions1978••
7957.Ryoichi KikuchiThe translation-rotation paradox in the nucleation theory1969••
7956.Schmeidler D.Equilibrium points of nonatomic games1073••
7955.Reiss H.Huang C.Statistical thermodynamic formalism in the solution of information theory problems1971••
7954.CummingsWright C.C.Perram J.W.Solution of the Ornstein-Zernike equation for a soft-core Yukawa fluid1979••
7953.Bricmont J.The Gaussian inequality for multicomponent rotators1977••
7952.Seshadri V.Lindenberg K.Kurt E. ShulerRandom walks on periodic and random lattices. II. Random walk properties via generating function techniques1979••
7951.Noyola M.M.McQuarrie D.A.Critical behavior of the correlation function of a coulombic fluid1978••
7950.Snipes R.F.Statistical mechanical theory of the effect of added nonelectrolytes on the conductances of electrolytes1976••
7949.Millard K.Leff H.S.A constant-magnetization ensemble is introduced in order to study classical, anisotropic Heisenberg systems. Existence, uniform convergence, and convexity properties are proved for an appropriate thermodynamic potential. The thermodynamic equivalence of t1972••
7948.Tenti G.McCourt F.R.Renormalized theory of the time-dependent pair distribution function. I. General formulation1976••
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