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,stal. The former agrees with KT theory, whereas the latter does not in general. The cause of this different behavior becomes evident in the dual representation as Coulomb gas systems with scalar and vector charges.

Moderate

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善辩

Lament

哥哥喷涌而出

,Monte Carlo Studies of “Random” Systems,e much less simple and well developed than for ideal systems, e.g., for systems such as spin glasses, even the proper formulation of a mean-field theory for infinite-range interactions has been a formidable problem, which still lacks a complete solution.

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Recent Developments in the Simulation of Classical Fluids,red, roughly speaking, since 1978. This area of research has grown enormously over the last five years, and the trend has been towards more complex Systems, mainly molecular liquids and solutions, including a vast literature on water. Due to space limitation we restrict the present review to the flu

POLYP

Monte Carlo Studies of Critical and Multicritical Phenomena,standing of the effects of finite system size, finite sampling and metastabilities, boundary conditions, etc. In some cases these studies included complications in the system Hamiltonians although for the most part rather conventional systems were investigated. The first decade or so of this “seriou

Malaise

Few-and Many-Fermion Problems,ody systems has led to their application to Fermi systems. For boson Systems, ground-state properties may be calculated with only Statistical errors. These Bose calculations have been done for large numbers of particles (N > 100) and in three spatial dimensions. Although some exact fermion calculati

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