An improved stability theorem for nonlinear systems on time scales with application to multi-agent systems
X Lu, H Li - IEEE Transactions on Circuits and Systems II …, 2020 - ieeexplore.ieee.org
In this brief, stability analysis of nonlinear systems on time scales is further investigated. The
traditional stability theorems require the time-scale derivative of related Lyapunov function to …
traditional stability theorems require the time-scale derivative of related Lyapunov function to …
On the consensus tracking investigation for multi-agent systems on time scale via matrix-valued Lyapunov functions
This paper is devoted to the leader–follower consensus problem for high-order multi-agent
systems with inherent nonlinear dynamics evolving on an arbitrary time domain. This …
systems with inherent nonlinear dynamics evolving on an arbitrary time domain. This …
Some nonlinear delay Volterra–Fredholm type dynamic integral inequalities on time scales
Y Tian, AA El-Deeb, F Meng - Discrete Dynamics in Nature and …, 2018 - Wiley Online Library
We are devoted to studying a class of nonlinear delay Volterra–Fredholm type dynamic
integral inequalities on time scales, which can provide explicit bounds on unknown …
integral inequalities on time scales, which can provide explicit bounds on unknown …
Sufficient conditions for uniform exponential stability and h-stability of some classes of dynamic equations on arbitrary time scales
This paper investigates the exponential stability and h-stability problems of some classes of
nonlinear systems. First, we analyze the global uniform exponential stability for a class of …
nonlinear systems. First, we analyze the global uniform exponential stability for a class of …
Total controllability results for a class of time‐varying switched dynamical systems with impulses on time scales
In this paper, we establish some necessary and sufficient conditions of the controllability
results for a class of impulsive switched systems with non‐instantaneous jumps on time …
results for a class of impulsive switched systems with non‐instantaneous jumps on time …
Multiobjective robust H2/H∞ fuzzy tracking control for thermal system of power plant
M Liu, Z Dong - Journal of Process Control, 2018 - Elsevier
In this study, we introduce a multiobjective robust fuzzy H 2/H∞ tracking control scheme for
nonlinear dynamic superheat temperature system of an ultra-supercritical power plant to …
nonlinear dynamic superheat temperature system of an ultra-supercritical power plant to …
Mean square consensus of double-integrator multi-agent systems under intermittent control: A stochastic time scale approach
We consider the leader–follower consensus problem for a multi-agent system where
information is exchanged only on a non-uniform discrete stochastic time domain. For a …
information is exchanged only on a non-uniform discrete stochastic time domain. For a …
Event-triggered exponential stabilization of delayed systems on time scales
This paper addresses exponential stabilization issue for delayed systems on time scales. A
dynamic event-triggered strategy (DETS) is proposed that relies on both the last sampled …
dynamic event-triggered strategy (DETS) is proposed that relies on both the last sampled …
Opinions dynamics for a generalized nonlinear model with state-dependent susceptibility in signed networks on time scales
J Zhang, W Zhang - Journal of the Franklin Institute, 2024 - Elsevier
This article studies the opinions dynamics for a generalized nonlinear model with state-
dependent susceptibility in signed networks on time scales. Unlike continuous-time or …
dependent susceptibility in signed networks on time scales. Unlike continuous-time or …
Practical stability and stabilisation of switched delay systems with non‐vanishing perturbations
Y Tian, Y Sun - IET Control Theory & Applications, 2019 - Wiley Online Library
This study addresses practical stability and stabilisation of switched delay systems with
bounded non‐vanishing perturbations. By introducing a new method, ie the convergence …
bounded non‐vanishing perturbations. By introducing a new method, ie the convergence …