T. Duquesne

collaborators

2 papers

math.PR2026

Mass erasure on measured $R$ -trees, applications to Lévy forests

Thomas Duquesne, Matthias Winkel

Let $h > 0$ . For a complete and separable $R$ -tree $(T, d)$ equipped with a root $ρ$ and a finite Borel measure $μ$ , we define the $h$ -mass-erased tree by removing from $T$ a…

math.PR2026

Scaling limit of the range of tree-valued branching random walks in random environmen

Thomas Duquesne, Robin Khanfir

We study a branching random walk (BRW) taking its values in a random tree $\bT$ (seen as a family tree) with an infinite line of ancestors that is a variant of a supercritical Galt…

Mass erasure on measured R-trees, applications to Lévy forests

Scaling limit of the range of tree-valued branching random walks in random environmen

Mass erasure on measured $R$ -trees, applications to Lévy forests