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Название: Random Walks on Lattices with Points of Two Colors. II. Some Rigorous Inequalities for Symmetric Random Walks
Автор: den Hollander W.Th.F.
We continue our investigation of a model of random walks on lattices with two kinds of points, "black" and "white." The colors of the points are stochastic variables with a translation*invariant, but otherwise arbitrary, joint probability distribution. The steps of the random walk are independent of the colors.