activity
20072023
most citedOn the Structure of Periodic Eigenvalues of the Vectorial -Laplacian

1 citations · 1 across the 8 of their papers we have counts for

collaborators

8 papers

eess.SY2023

Scalable Exact Output Synchronization of Discrete-Time Multi-Agent Systems in the Presence of Disturbances and Measurement Noise With Known Frequencies

Zhenwei Liu, Meirong Zhang, Ali Saberi +1

This paper aims to achieve scalable exact output and regulated output synchronization for discrete-time multi-agent systems in presence of disturbances and measurement noise with k…

math.DS2022

On Planar Shadowing Curves to Closed Escaping Curves

Qiaoling Wei, Meirong Zhang

We introduce a new dynamical system model called the shadowing problem, where a shadower chases after an escaper by always staring at and keeping the distance from him. When the es…

math.DS2021★ 1 cited

On the Structure of Periodic Eigenvalues of the Vectorial -Laplacian

Changjian Liu, Meirong Zhang

In this paper we will solve an open problem raised by Manásevich and Mawhin twenty years ago on the structure of the periodic eigenvalues of the vectorial -Laplacian. This is an…

math-ph2021

Three-fold Weyl points in the Schrödinger operator with periodic potentials

Haimo Guo, Meirong Zhang, Yi Zhu

Weyl points are degenerate points on the spectral bands at which energy bands intersect conically. They are the origins of many novel physical phenomena and have attracted much att…

math.DS2019

On the Stability of Symmetric Periodic Orbits of the Elliptic Sitnikov Problem

Xiuli Cen, Xuhua Cheng, Zaitang Huang +1

Motivated by the recent works on the stability of symmetric periodic orbits of the elliptic Sitnikov problem, for time-periodic Newtonian equations with symmetries, we will study s…

math.SP2019

On the Second-order Frechet Derivatives of Eigenvalues of Sturm-Liouville Problems in Potentials

Shuyuan Guo, Guixin Xu, Meirong Zhang

The works of V. A. Vinokurov have shown that eigenvalues and normalized eigenfunctions of Sturm-Liouville problems are analytic in potentials, considered as mappings from the Lebes…