activity
20122026
most citedErgodicity and stability of hybrid systems with piecewise constant type state-dependent switching

1 citations · 1 across the 5 of their papers we have counts for

collaborators

6 papers

math.PR2026

Recurrence and Uniqueness Criteria for Markov Processes from Moments of Integral-Type Functionals

Ling-Di Wang, Yu-Hui Zhang, Zu-Yi Zhao

We investigate recurrence and uniqueness of continuous-time Markov chains using moments of integral-type functionals. Unlike the classical criteria from Chen (2004) and the Feller-…

math.PR2022★ 1 cited

Ergodicity and stability of hybrid systems with piecewise constant type state-dependent switching

Jinghai Shao, Lingdi Wang, Qiong Wu

To deal with stochastic hybrid systems with general state-dependent switching, we propose an approximation method by a sequence of stochastic hybrid systems with piecewise constant…

math.PR2015

Mixed eigenvalues of p-Laplacian on trees

LingDi Wang

The purpose of the paper is to present quantitative estimates for the principal eigenvalue of discrete p-Laplacian on the set of rooted trees. Alternatively, it is studying the opt…

math.SP2015

Mixed Eigenvalues of {\LARGE \,}-Laplacian

Mu-Fa Chen, Ling-Di Wang, Yu-Hui Zhang

The mixed principal eigenvalue of -Laplacian (equivalently, the optimal constant of weighted Hardy inequality in space) is studied in this paper. Several variational for…

math.SP2014

Mixed Eigenvalues of Discrete {\LARGE \,}-Laplacian

Mu-Fa Chen, Ling-Di Wang, Yu-Hui Zhang

This paper deals with the principal eigenvalue of discrete -Laplacian on the set of nonnegative integers. Alternatively, it is studying the optimal constant of a class of weight…

math.PR2012

Mixed principal eigenvalues in dimension one

Mu-Fa Chen, Ling-Di Wang, Yu-Hui Zhang

This is one of a series of papers exploring the stability speed of one-dimensional stochastic processes. The present paper emphasizes on the principal eigenvalues of elliptic opera…