Synchronization of chaotic systems via reduced observers

Abstract—In this note, we study a robust synchronization problem for multistable systems evolving on manifolds within an Input-to-State Stability (ISS) framework.. Based on a

It is shown that the underlying class of nonlinear systems can be put into the canonical observable form, and thus high gain observer design framework can be extended to

Abstract—A novel low complexity parallel algorithm and its associated architecture are proposed for initial synchronization in orthogonal frequency division multiplexing

We proposed an observers-based synchronization method for a class of Lur’e systems with slope restricted nonlinearities and uncertain parameters, such that the transmission channel

Chen, “Chaos control and global synchronization of Liu chaotic systems using linear balanced feedback control,” Chaos Solitons Fractals, vol.. Duan, “Controlling hyperchaos in the

Main contribution : this paper studies the global output synchronization problem of nonlinear SISO (affine in control) heterogeneous multi-agent systems in a general setting..

The present paper mainly focuses on the conditions of feedback synchronization of the common dynamics of Persidskii systems by utilizing a Lyapunov function recently proposed for

This paper studied the problem of global synchronization of nonlinear systems with relative degree 2 and higher using output feedback.. The nonlinear systems were first converted to