activity
20172022
most citedHypergeometric SLE with : Convergence of UST and LERW in Topological Rectangles

4 citations · 4 across the 7 of their papers we have counts for

collaborators

8 papers

math-ph2022

Complex Generalized Integral Means Spectrum of Drifted Whole-Plane SLE and LLE

Bertrand Duplantier, Yong Han, Chi Nguyen +1

We present new results for the complex generalized integral means spectrum for two kinds of whole-plane Loewner evolutions driven by Lévy processes: - Lévy processes with continuou…

math.FA2021

Complete weighted Bergman spaces have bounded point evaluations

Yong Han, Yanqi Qiu, Zipeng Wang

Let be an arbitrary domain in the one-dimensional complex plane equipped with a positive Radon measure . For any , it is shown that the wei…

math.CV2021

Da Lio-Rivière-Wettstein-type inequality for weighted Bergman spaces

Yong Han, Yanqi Qiu, Zipeng Wang

In this paper, inspired by the work of Da Lio-Rivière-Wettstein, we investigate the boundary-value characterizations of weighted Bergman spaces and establish a weighted Da Lio-Rivi…

math.PR2021

Boundedness of Gaussian random sums on trees

Yong Han, Yanqi Qiu, Zipeng Wang

Let be a rooted tree endowed with the natural partial order . Let be a sequence of independent standard Gaussian random variables…

math.PR2021

A note on the GFF with one free boundary condition

Yong Han, Yuefei Wang, Zipeng Wang

In this note, we shall prove an explicit formula on the probability of the level line of the Gaussian Free Field (GFF) with mixed boundary condition terminating at the free boundar…

math.PR2020

On a class of random sets of positive integers

Yong Han, Yanqi Qiu, Zipeng Wang

In this note, we study a class of random subsets of positive integers induced by Bernoulli random variables. We obtain sufficient conditions such that the random set is almost sure…

math.PR2020★ 4 cited

Hypergeometric SLE with : Convergence of UST and LERW in Topological Rectangles

Yong Han, Mingchang Liu, Hao Wu

We consider uniform spanning tree (UST) in topological rectangles with alternating boundary conditions. The Peano curves associated to the UST converge weakly to hypergeometric SLE…

math-ph2017

On The Brownian Loop Measure

Yong Han, Yuefei Wang, Michel Zinsmeister

In 2003 Lawler and Werner introduced the Brownian loop measure and studied some of its properties. Cardy and Gamsa has predicted a formula for the total mass of the Brownian loop m…