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Название: Numerical Simulations of Random Walk in Random Environment
Авторы: Conlon J.G., von Dohlen B.
Journal of Statistical Physics, Vol. 92, Nos. 3/4, 1998. p. 571-586.
This paper is concerned with the numerical simulation of a random walk in a random environment in dimension d = 2. Consider a nearest neighbor random walk on the 2-dimensional integer lattice. The transition probabilities at each site are assumed to be themselves random variables, but fixed for all time. This is the random environment. Consider a parallel strip of radius R centered on an axis through the origin...