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Titlebook: Applications of the Monte Carlo Method in Statistical Physics; Kurt Binder Book 19841st edition Springer-Verlag Berlin Heidelberg 1984 App

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Roughening and Melting in Two Dimensions,nique phase transition caused by topological defects. We review Monte Carlo (and also molecular dynamics) studies of two typical phase transitions which are assumed to belong to this category — the roughening transition of a crystal-vapor interface and the melting transition of a two-dimensional cry
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Monte Carlo Calculations in Lattice Gauge Theories,y of lattice gauge theories. In the context of this book, where so much is said on Monte Carlo simulations, I need not dwell on the details of the method itself; more important for the reader are the answers to the following questions:
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d the latter deal with static distribution functions and thermodynamic properties, i.e., with statistical averages which are accessible through both simulation methods. This excludes of course any reference to dynamical properties which can be computed only by the MD method.
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een developed and used to augment, or even replace, standard Monte Carlo studies. (Since MCRG methods have been described in detail in [3.2], I need not describe them here. Another recently developed approach, the block distribution method, is described in Chap.1.) Results from Monte Carlo calculati
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ul new experiments. We feel that the more recent work reviewed here will again be very stimulating for a variety of fields, from the statistical thermodynamics of irreversible processes to materials science. The main emphasis of this article is on kinetic phenomena near equilibrium, i.e., on simulat
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Recent Developments in the Simulation of Classical Fluids,d the latter deal with static distribution functions and thermodynamic properties, i.e., with statistical averages which are accessible through both simulation methods. This excludes of course any reference to dynamical properties which can be computed only by the MD method.
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