Skorokhod's embedding theorem: Difference between revisions

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In [[mathematics]] and [[probability theory]], '''Skorokhod's embedding theorem''' refers tois either or both of two [[theorem]]s that allows one to regard any suitable collection of [[random variable]]s as a [[Wiener process]] ([[Brownian motion]]) evaluated at a collection of [[stopping time]]s. Both results are named for the [[Ukraine|Ukrainian]] [[mathematician]] [[Anatoliy Skorokhod|A.V. Skorokhod]].

==Skorokhod's first embedding theorem==