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Densities of short uniform random walks in higher dimensions

We study arithmetic properties of short uniform random walks in arbitrary dimensions, with a focus on explicit (hypergeometric) evaluations of the moment functions and probability densities in the case of up to five steps. Somewhat to our surprise, we are able to provide complete extensions to arbitrary dimensions for most of the central results known in the two-dimensional case.

preprint2015arXivOpen access
Jonathan M. BorweinArmin StraubChristophe Vignat
math.CAmath.NT
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Jonathan M. BorweinArmin StraubChristophe Vignat

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