Poisson Random Walks with Alternating Jumps and Newtonian Mechanics


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Abstract

We define a number of schemes for random walks having a common geometric structure and being the generalizations of a Poisson random walk. One of the schemes uses the laws of Newtonian mechanics to define the transition probabilities.

About the authors

S. I. Frolov

Scientific Research Institute of Polymerial Materials

Author for correspondence.
Email: frolov-si@yandex.ru
Russian Federation, Perm

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