activity
20132022
most citedNon-integrable stable approximation by Stein's method

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

collaborators

6 papers

math.PR2022

Lower deviation for the supremum of the support of super-Brownian motion

Yan-Xia Ren, Renming Song, Rui Zhang

We study the asymptotic behavior of the supremum of the support of a supercritical super-Brownian motion. In our recent paper (Stoch. Proc. Appl. 137 (2021), 1-34), we showed…

math.PR2022

Weak convergence of the extremes of branching Lévy processes with regularly varying tails

Yan-Xia Ren, Renming Song, Rui Zhang

In this paper, we study the weak convergence of the extremes of supercritical branching Lévy processes whose spatial motions are Lévy processes with regu…

math.PR2019

The extremal process of super-Brownian motion

Yan-Xia Ren, Renming Song, Rui Zhang

In this paper, we establish limit theorems for the supremum of the support, denoted by , of a supercritical super-Brownian motion on . We prove th…

math.PR20194 cited

Non-integrable stable approximation by Stein's method

Peng Chen, Ivan Nourdin, Lihu Xu +2

We develop Stein's method for -stable approximation with , continuing the recent line of research by Xu \cite{lihu} and Chen, Nourdin and Xu \cite{C-N-X} in the case…

math.PR2018

On properties of a class of strong limits for supercritical superprocesses

Yan-Xia Ren, Renming Song, Rui Zhang

Suppose that is a supercritical superprocess in a locally compact separable metric space . Let be a positive eigenfunction corresponding…

math.PR20133 cited

Central Limit Theorems for Super-OU Processes

Yan-Xia Ren, Renming Song, Rui Zhang

In this paper we study supercritical super-OU processes with general branching mechanisms satisfying a second moment condition. We establish central limit theorems for the super-OU…