Combination of improved multibondic method and the Wang-Landau method
Abstract
We propose a method for Monte Carlo simulation of statistical physical models with descretized energy. The method is based on sevaral ideas including the cluster algorithm, the multicanonical Monte Carlo method and its acceleration proposed recently by Wang and Landau. As in the multibondic ensemble method proposed by Janke and Kappler, the present algorithm performs a random walk in the space of the bond population to yield the state density as a function of the bond number. A test on the 2-state Potts model (Ising model) shows that the number of Monte Carlo sweeps required of the present method for obtaining the density of state with a given accuracy is proportional to the system size, whereas it is proportional to the system size squared for other conventional methods.Keywords
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