1 citations · 2 across the 3 of their papers we have counts for
5 papers
The circle packing and Riemann uniformization embedding of the tree-weighted planar maps converges to Liouville quantum gravity
Nina Holden, Pu Yu
We prove that in the disk, sphere, whole-plane topology, spanning tree weighted planar maps converge to -Liouville quantum gravity disk, sphere or cone under circle packi…
Matrix Product State Representatives of Symmetry-Protected Phases
Thomas Jackson
We provide a simple ansatz for finding integer spin -invariant matrix product states representing a phase for each triple of topological indic…
The - relation in mating of trees and its application to skew Brownian permutons
Morris Ang, Xin Sun, Pu Yu
In the mating-of-trees approach to Schramm-Loewner evolution (SLE) and Liouville quantum gravity (LQG), it is natural to consider two pairs of correlated Brownian motions coupled t…
Reversibility of whole-plane SLE for
Morris Ang, Pu Yu
Whole-plane SLE is a random fractal curve between two points on the Riemann sphere. Zhan established for that whole-plane SLE is reversible, meaning invariant in…
Wilson loop expectations as sums over surfaces on the plane
Minjae Park, Joshua Pfeffer, Scott Sheffield +1
Although lattice Yang-Mills theory on finite subgraphs of is easy to rigorously define, the construction of a satisfactory continuum theory on is a majo…