Showing papers on "Distribution (differential geometry) published in 1960"
TL;DR: A random walk on a sphere consists of a chain of random steps for which all directions from the starting point are equally probable, while the length a of the step is either fixed or subject to a given probability distribution as discussed by the authors.
Abstract: A random walk on a sphere consists of a chain of random steps for which all directions from the starting point are equally probable, while the length a of the step is either fixed or subject to a given probability distribution p(a). The discussion allows the fixed length a or given distribution p(
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