Abstract
Consider a critical branching Wiener process in Rd. Let {FT(x),T=1,2,...,x∈Rd} be the distribution of the particles living at time T. The main result of this paper tells us that any given absolutely continuous function F(x) will be well approximated by FT(x) with positive probability if T is big enough and the process does not die out up to T.
Citation
Pál Révész. "Distribution of the particles of a critical branching Wiener process." Bernoulli 2 (1) 63 - 80, March 1996. https://doi.org/10.3150/bj/1193758790
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