Some Explicit Distributions for Brownian Motion Indexed by the Brownian Tree
J.-F. Le Gall, A. Riera
2020, v.26, Issue 4, 659-686
ABSTRACT
We derive several explicit distributions of functionals of Brownian motion indexed by the Brownian tree. In particular, we give a
direct proof of a result of Bousquet-M\'elou and Janson identifying the distribution of the density at $0$
of the integrated super-Brownian excursion.
Keywords: Brownian snake, tree-indexed Brownian motion, occupation measure, integrated super-Brownian excursion, local time, exit measure
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