Jet Wimp, Doron Zeilberger — How Likely Is Polya's Drunkard to Stay in x i> y i> z?
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Название: How Likely Is Polya's Drunkard to Stay in x i> y i> z?
Авторы: Jet Wimp, Doron Zeilberger
Аннотация:
In his celebrated paper, Polya has considered the random walk in the three- dimensional (cubic) lattice and showed that the probability of return to the origin is less than 1.
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