activity
20042023
most citedAbsolute continuity of symmetric Markov processes

60 citations · 148 across the 21 of their papers we have counts for

collaborators

21 papers

math.PR2023

Fukushima subspaces of quasidiffusions

Liping Li, Jiangang Ying

Quasidiffusions are, by definition, time-changed Brownian motions on certain closed subset of . They admit an explicit representation of Dirichlet forms in terms of so-…

math.NT2022

On the one-sided boundedness of the local discrepancy of -sequences

Jiangang Ying, Yushu Zheng

The main interest of this article is the one-sided boundedness of the local discrepancy of on the interval defined by \[D_n(…

math.PR2022

Regular subspaces of symmetric stable processes

Dongjian Qian, Jiangang Ying, Yushu Zheng

Roughly speaking, regular subspaces are regular Dirichlet forms that inherit the original forms with smaller domains. In this paper, regular subspaces of 1-dim symmetric -stable…

math.PR2020

Markov chain approximations for one dimensional diffusions

Xiaodan Li, Jiangang Ying

The Markov chain approximation of a one-dimensional symmetric diffusion is investigated in this paper. Given an irreducible reflecting diffusion on a closed interval with scale fun…

math.PR2018

Effective intervals and regular Dirichlet subspaces

Liping Li, Wenjie Sun, Jiangang Ying

It is shown in [10] that a regular and local Dirichlet form on an interval can be represented by so-called effective intervals with scale functions. This paper focuses on how to op…

math.PR2017★ 2 cited

On symmetric one-dimensional diffusions

Liping Li, Jiangang Ying

The main purpose of this paper is to explore the structure of local and regular Dirichlet forms associated with symmetric linear diffusions. Let be a re…