2 citations · 2 across the 4 of their papers we have counts for
4 papers
Scaling limits for random triangulations on the torus
Vincent Beffara, Cong Bang Huynh, Benjamin Lévêque
We study the scaling limit of essentially simple triangulations on the torus. We consider, for every , a uniformly random triangulation over the set of (appropriatel…
Phase transition for the once-excited random walk on general trees
Cong Bang Huynh
The phase transition of -digging random on a general tree was studied by Collevecchio, Huynh and Kious (2018). In this paper, we study particularly the critical -digging rand…
The branching-ruin number as critical parameter of random processes on trees
Andrea Collevecchio, Cong Bang Huynh, Daniel Kious
The branching-ruin number of a tree, which describes its asymptotic growth and geometry, can be seen as a polynomial version of the branching number. This quantity was defined by C…
Trees of self-avoiding walks
Vincent Beffara, Cong Bang Huynh
We consider the biased random walk on a tree constructed from the set of finite self-avoiding walks on a lattice, and use it to construct probability measures on infinite self-avoi…