Large balls left empty by a critical branching Wiener field

P. Révész

Statistica Neerlandica, 2002, vol. 56, issue 2, 195-205

Abstract: The particles distributed according to a Poisson random field execute independent critical branching Wiener processes. It looks natural that the largest empty ball around the origin becomes larger and larger with time. The asymptotic behaviour of the radius of the largest empty ball is studied.

Date: 2002
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