Random Walks in Varying Dimensions

Details Random Walks in Varying Dimensions Random Walks in Varying Dimensions

2004-04-05

arxiv.org/abs/math/0404085v1

J. Theor. Prob., 9, 231 - 244 (1996)

Mathematics

Probability

16 pages

Scientific paper

We establish recurrence criteria for sums of independent random variables
which take values in Euclidean lattices of varying dimension. In particular, we
describe transient inhomogenous random walks in the plane which interlace two
symmetric step distributions of bounded support.

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