The Maximum of a Critical Branching Wiener Process

P. Révész

The Maximum of a Critical Branching Wiener Process

1998

P. Révész

Consider a critical branching Wiener process on ∝1. Let M(n) be the location of the most right particle at time n. A limit distribution theorem is proved for n−1/2M(n).

Keywords:

Classical Wiener space
Branching (version control)
Mathematics
Reflected Brownian motion
Extreme value theory
Mathematical analysis
Discrete mathematics
Combinatorics
Reflection principle (Wiener process)
Ornstein–Uhlenbeck process
Wiener process
Random tree
limit distribution

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