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Автор asc desc 2й автор asc desc 3й автор asc desc Название asc desc Год asc desc Доп.
6327.Carati A.Galgani L.On the Specific Heat of Fermi-Pasta-Ulam Systems and Their Glassy Behavior1999
6326.Becker V.Field Theory of Critical Behavior in Driven Diffusive Systems with Quenched Disorder1999
6325.Blanchard Ph.Olkiewicz R.Interacting Quantum and Classical Continuous Systems II. Asymptotic Behavior of the Quantum Subsystem1999
6324.Brydges D.C.Coulomb Systems at Low Density: A Review1999
6323.Kuske R.Probability Densities for Noisy Delay Bifurcations1999
6322.Giancarlo BenettinPoul HjorthPaolo SempioExponentially Long Equilibrium Times in a One-Dimensional Collisional Model of Classical Gas1999
6321.Cicuta G. M.Contedini M.Non-Hermitian Tridiagonal Random Matrices and Returns to the Origin of a Random Walk1999
6320.Enzo MarinariGiorgio ParisiFederico Ricci-TersenghiReplica Symmetry Breaking in Short-Range Spin Glasses: Theoretical Foundations and Numerical Evidences1999
6319.Beysens D.Narayanan T.Wetting-Induced Aggregation of Colloids1999
6318.Janusz JedrzejewskiJacek MiekiszGround States of Lattice Gases with ``Almost'' Convex Repulsive Interactions1999
6317.Balescu R.Kinetic Theory of Area-Preserving Maps. Application to the Standard Map in the Diffusive Regime1999
6316.Cristopher MooreJonathan MachtaInternal Diffusion-Limited Aggregation: Parallel Algorithms and Complexity1999
6315.Future Contributions to Journal of Statistical Physics1999
6314.David HochbergCarmen Molina-ParasJuan Perez-MercaderEffective Potential for the Reaction-Diffusion-Decay System1999
6313.Toom A.On Percolation with Fibers or Layers1999
6312.Muller S.Diffusion of a Test Chain in a Quenched Background of Semidilute Polymers1999
6311.King C.Two-Dimensional Potts Model and Annular Partitions1999
6310.Benichou O.Cazabat A.M.Lemarchand A.Biased Diffusion in a One-Dimensional Adsorbed Monolayer1999
6309.Michoel T.Verbeure A.Goldstone Boson Normal Coordinates in Interacting Bose Gases1999
6308.Reyes de Rueda J.M.Izus G.G.Borzi C.H.Critical Slowing Down on the Dynamics of a Bistable Reaction-Diffusion System in the Neighborhood of Its Critical Point1999


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