Emmanuel Kammerer

activity

20232026

collaborators

Showing 2024 · math.PRShow all

2 papers · 2 filters

math.PR2024

Gaskets of $O (2)$ loop-decorated random planar maps

Emmanuel Kammerer

We prove that for $n = 2$ the gaskets of critical rigid $O (n)$ loop-decorated random planar maps are $3/2$ -stable maps. The case $n = 2$ thus corresponds to the critical case in ra…

math.PR2024

Scaling limit of trees with vertices of fixed degrees and heights

Arthur Blanc-Renaudie, Emmanuel Kammerer

We consider large uniform random trees where we fix for each vertex its degree and height. We prove, under natural conditions of convergence for the profile, that those trees prope…

Gaskets of O(2) loop-decorated random planar maps

Scaling limit of trees with vertices of fixed degrees and heights

Gaskets of $O (2)$ loop-decorated random planar maps