J. Lu

Publications
Influence

Adaptive synchronization of an uncertain complex dynamical network

J. Zhou, J. Lu, J. Lu
Computer Science, Physics
IEEE Transactions on Automatic Control
13 December 2005

This note further investigates the locally and globally adaptive synchronization of an uncertain complex dynamical network. Expand

Pinning adaptive synchronization of a general complex dynamical network

J. Zhou, J. Lu, J. Lu
Computer Science
Autom.
1 April 2008

We propose a general complex dynamical network model and then further investigate its pinning adaptive synchronization. Expand

Adaptive Feedback Synchronization of a General Complex Dynamical Network With Delayed Nodes

Q. Zhang, J. Lu, J. Lu, C. Tse
Computer Science
IEEE Transactions on Circuits and Systems II…
15 February 2008

In the past decade, complex networks have attracted much attention from various fields of sciences and engineering. Expand

Flocking of multi-agent dynamical systems based on pseudo-leader mechanism

J. Zhou, Xiaoqun Wu, W. Yu, M. Small, J. Lu
Engineering, Computer Science
Syst. Control. Lett.
7 May 2009

We propose a scheme for choosing pseudo-leaders in a multi-agent group, which can be applied to an unconnected or switching neighbor graph. Expand

Structure identification of uncertain general complex dynamical networks with time delay

H. Liu, J. Lu, J. Lu, D. Hill
Mathematics, Computer Science
Autom.
1 August 2009

This paper initiates a novel approach for simultaneously identifying the topological structure and unknown parameters of uncertain general complex networks with time delay. Expand

Synchronization: An Obstacle to Identification of Network Topology

L. Chen, J. Lu, C. Tse
Computer Science
IEEE Transactions on Circuits and Systems II…
1 April 2009

Identification of network topology is an important issue for physics, biology, engineering, and other science disciplines. Expand

On Applicability of Auxiliary System Approach to Detect Generalized Synchronization in Complex Network

J. Zhou, J. Chen, J. Lu, J. Lü
Mathematics, Computer Science
IEEE Transactions on Automatic Control
1 July 2017

Generalized synchronization is ubiquitous in nature. It is well known that the auxiliary system approach has been widely used to verify the presence of generalized synchronization. This approach was… Expand

A Simple Yet Complex One-parameter Family of Generalized Lorenz-like Systems

X. Wang, J. Chen, J. Lu, G. Chen
Mathematics, Computer Science
Int. J. Bifurc. Chaos
22 January 2011

This paper reports the finding of a simple one-parameter family of three-dimensional quadratic autonomous chaotic systems. Expand

Fast-scale bifurcation in single-stage PFC power supplies operating with DCM boost stage and CCM forward stage

Xiaoqun Wu, C. Tse, S. C. Wong, J. Lu
Engineering, Computer Science
Int. J. Circuit Theory Appl.
1 May 2006

This paper describes the fast-scale bifurcation phenomena of a single-stage single-switch power-factor-correction (PFC) regulator comprising a boost stage operating in discontinuous conduction mode (DCM) and a forward stageoperating in continuous conduction Mode (CCM). Expand

Synchronizability of Duplex Networks

Yang Li, Xiaoqun Wu, J. Lu, J. Lu
Mathematics, Computer Science
IEEE Transactions on Circuits and Systems II…
1 February 2016

This brief presents some rules and properties about synchronizability of duplex networks composed of two networks interconnected by two links. Expand

Recommended Authors