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Hangli Ren

Researcher at Qufu Normal University

Publications -  17
Citations -  1099

Hangli Ren is an academic researcher from Qufu Normal University. The author has contributed to research in topics: Computer science & Control theory. The author has an hindex of 8, co-authored 12 publications receiving 751 citations. Previous affiliations of Hangli Ren include Zhengzhou University of Light Industry.

Papers
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Event-Triggered Finite-Time Control for Networked Switched Linear Systems With Asynchronous Switching

TL;DR: This paper is concerned with the event-triggered finite-time control problem for networked switched linear systems by using an asynchronous switching scheme, and sufficient conditions are established to guarantee theevent-based asynchronous closed-loop systems are both finite-Time bounded and input-output finite- time stable.
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Asynchronous Finite-Time Filtering of Networked Switched Systems and its Application: an Event-Driven Method

TL;DR: To effectively use the network resources, a suitable event-driven communication scheme is proposed for the networked switched systems in this paper and the applicability of the proposed filtering scheme is demonstrated via a mass-spring system model.
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Event-Triggered Communication and Annular Finite-Time H ∞ Filtering for Networked Switched Systems

TL;DR: This article studies the co-design of an ETCM and an annular finite-time (AFT) filter for networked switched systems (NSSs) and proves that the filtering error system (FES) has a good performance in attenuating the external disturbances.
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Finite-time stability of interconnected impulsive switched systems

TL;DR: In this article, a sufficient criterion is provided for interconnected impulsive switched systems to cope with the problem of finite-time stability by resorting to the average dwell time approach, and a decentralised switched control scheme based on state-feedback controller and a class of switching signals are constructed to ensure stabilisability of the system.
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Asynchronous Finite-Time Filtering of Markov Jump Nonlinear Systems and Its Applications

TL;DR: In this paper, the problem of asynchronous finite-time filtering issue is addressed for a class of Markov jump nonlinear systems with incomplete transition rate by resorting to the mode-dependent Lyapunov function approach and the matrix inequality techniques.