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Название: Direct Estimates on Intersection Probabilities of Random Walks
Автор: Park M.Y.
Journal of Statistical Physics, Vol. 57, Nos. 1/2, 1989. p. 319-331.
A study is made of intersection properties of independent random walks in d-dimensional lattice space Z^d. A simple method is developed which makes it possible to estimate intersection probalities of two random walks with killing rate m directly. It is expected that the method can be generalized and extended to other issues.