Xingjian Hu

collaborators

2 papers

math.PR2026

Critical Self-Similar Markov Trees

Nicolas Curien, Xingjian Hu, Dongjian Qian

Recently introduced and studied in arXiv:2407.07888, a self-similar Markov tree (ssMt) is a random decorated tree that vastly generalises the fragmentation tree. We study here the…

math.PR2025

Scaling limits of critical FK-decorated random planar maps with $q = 4$

William Da Silva, Xingjian Hu, Ellen Powell +1

We establish the first scaling limit for FK( $q$ )-weighted planar maps in the critical case $q = 4$ , resolving a problem that has remained open since Sheffield's seminal work arXiv:11…

Critical Self-Similar Markov Trees

Scaling limits of critical FK-decorated random planar maps with q=4

Scaling limits of critical FK-decorated random planar maps with $q = 4$