A Mean Field Theory for Biased Lattice Gas Models
In this paper we discuss the consequences of biased transition probabilities in a 7-bits FHP lattice gas model on a triangular lattice . A mean field theory is presented that for physically acceptable choices of the transition matrix gives an excellent prediction of the average occupation numbers. We introduce a factorizability condition, the violation of which gives rise to correlations that are reasonably well predicted by the mean field theory. A more detailed treatment of the subject can be found in  and .
KeywordsTriangular Lattice Propagation Step Average Occupation Excellent Prediction Factorize Equilibrium
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