Nonconvex function activated zeroing neural network models for dynamic quadratic programming subject to equality and inequality constraints
Zeroing neural network (ZNN, or termed Zhang neural network after its inventor), being a
special type of neurodynamic methodology, has shown powerful abilities to solve a great …
special type of neurodynamic methodology, has shown powerful abilities to solve a great …
Fixed-time sliding mode controller design for synchronization of complex dynamical networks
A Khanzadeh, M Pourgholi - Nonlinear Dynamics, 2017 - Springer
This paper investigates the fixed-time synchronization of complex dynamical networks with
nonidentical nodes in the presence of bounded uncertainties and disturbances using sliding …
nonidentical nodes in the presence of bounded uncertainties and disturbances using sliding …
Nonconvex projection activated zeroing neurodynamic models for time-varying matrix pseudoinversion with accelerated finite-time convergence
Zeroing dynamics (ZD, or termed Zhang dynamics after its inventor), being a special type of
neurodynamic methodology, has shown powerful abilities to solve a great variety of time …
neurodynamic methodology, has shown powerful abilities to solve a great variety of time …
Dynamic event-triggered approach for cluster synchronization of complex dynamical networks with switching via pinning control
L Liu, W Zhou, X Li, Y Sun - Neurocomputing, 2019 - Elsevier
This paper focuses on the cluster synchronization problem for complex dynamical networks
with switching signal which is characterized by average dwell-time constraint. To reduce …
with switching signal which is characterized by average dwell-time constraint. To reduce …
Prescribed-time cluster synchronization of uncertain complex dynamical networks with switching via pinning control
L Liu, X Ding, W Zhou - Neurocomputing, 2021 - Elsevier
This paper focuses on the cluster synchronization problem in the prescribed-time of a class
of uncertain complex dynamical networks with switching signal which is characterized by …
of uncertain complex dynamical networks with switching signal which is characterized by …
Cluster synchronization on multiple nonlinearly coupled dynamical subnetworks of complex networks with nonidentical nodes
In this paper, cluster synchronization on multiple nonlinearly coupled dynamical
subnetworks of complex networks with nonidentical nodes and stochastic perturbations is …
subnetworks of complex networks with nonidentical nodes and stochastic perturbations is …
Robust leader-following consensus of cyber–physical systems with cyber attack via sampled-data control
M Tan, Z Song, X Zhang - ISA transactions, 2021 - Elsevier
The leader-following consensus problem is investigated for complex cyber–physical
systems under cyber attacks. The communication channels of the agents in the cyber …
systems under cyber attacks. The communication channels of the agents in the cyber …
Tracking control of modified Lorenz nonlinear system using ZG neural dynamics with additive input or mixed inputs
The tracking-control problem of a special nonlinear system (ie, the extension of a modified
Lorenz chaotic system) with additive input or the mixture of additive and multiplicative inputs …
Lorenz chaotic system) with additive input or the mixture of additive and multiplicative inputs …
Analysis and pinning control for passivity of coupled different dimensional neural networks
In this paper, we discuss the passivity of coupled different dimensional neural networks. On
the one hand, several passivity criteria for the coupled neural networks with different …
the one hand, several passivity criteria for the coupled neural networks with different …
Control of pendulum tracking (including swinging up) of IPC system using zeroing-gradient method
Y Zhang, B Qiu, B Liao, Z Yang - Nonlinear Dynamics, 2017 - Springer
The pendulum control of the inverted-pendulum-on-a-cart (IPC) system is one of the most
important issues in nonlinear control theory and has been widely investigated. Nevertheless …
important issues in nonlinear control theory and has been widely investigated. Nevertheless …