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10039.Kawashima N.Gubernatis J.E.Generalization of the Fortuin-Kasteleyn Transformation and Its Application to Quantum Spin Simulations1995••
10038.Fellner K.Poupaud F.Schmeiser C.Existence and Convergence to Equilibrium of a Kinetic Model for Cometary Flows2004••
10037.Skrypnik W.I.LRO in Lattice Systems of Linear Classical and Quantum Oscillators. Strong Nearest-Neighbor Pair Quadratic Interaction2000••
10036.Baker T.Chayes L.On the Unicity of Discontinuous Transitions in the Two-Dimensional Potts and Ashkin-Teller Models1998••
10035.Rasmussen H.O.On the Determination of Box Dimensions by Means of Wavelet Transforms1993••
10034.Schinazi R.On Multiple Phase Transitions for Branching Markov Chains1993••
10033.Feldman M.Nonlinear Functionals of Multi-D Discrete Velocity Boltzmann Equations2004••
10032.Rozikov U.A.A Constructive Description of Ground States and Gibbs Measures for Ising Model with Two-Step Interactions on Cayley Tree2006••
10031.Rosario N.Mantegna H.An Introduction to Econophysics, Correlations, and Complexity in Finance2000••
10030.de Arcangelis L.Abstracts from the CECAM Workshop on Computer Simulations of Cellular Automata1989••
10029.Jancovici B.Surface Correlations in a Quantum Mechanical One-Component Plasma1985••
10028.Kiirten K.E.Beer H.Inhomogeneous Kauffman Models at the Borderline Between Order and Chaos1997••
10027.Destri C.de Vega H.J.Giacomini H.J.The Six-Vertex Model Eigenvectors as Critical Limit of the Eight-Vertex Model Bethe Ansatz1989••
10026.Future Contributions to Journal of Statistical Physics1990••
10025.Hollander F.The Self-Avoiding Walk1999••
10024.Dagdug L.Statistical Mechanics: A Concise Introduction for Chemists2003••
10023.Fourcade B.Tremblay A.-M.S.Universal Multifractal Properties of Circle Maps from the Point of View of Critical Phenomena1990••
10022.Behn U.Schiele K.Teubel A.Nonequilibrium Transitions Driven by External Dichotomous Noise1987••
10021.McGuire J.B.Dirk C.Extending the Bethe Ansatz: The Quantum Three-Particle Ring2001••
10020.Kholodenko A.L.Onsager's Reaction Field for the Ports Model from the Path Integral1990••
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