Synchronization is an old topic with important modern applications. More than three centuries ago, Christiaan Huijgens was probably the first to give a scientific description of the (phase-) synchronization of two identical pendulum clocks that are attached to the same bar. In the last 10-15 years synchronization of complex and chaotic systems has become popular in different areas like dynamical systems, circuits and communications, and electrical and mechanical engineering. Typical (prospective) applications include (secure) communication, robot coordination, synchronization of oscillatory and rotating systems and many others, see for instance the review paper [1], that also includes further developments in the study of synchronization. Th...
Abstract — The emergence of synchronization in a network of coupled oscillators is a pervasive topic...
Some mathematical models in engineering and physics, such as rotating pendulums, governors and phase...
Synchronization is one of the most deeply rooted and pervasive behaviours in nature. It extends from...
This report is devoted to the problem of synchronization of dynamic systems. General definitions of ...
This paper considers synchronization as a control problem. In particular, a (robust) controller for ...
This paper considers synchronization as a control problem. In particular, a (robust) controller for ...
Synchronization of complex/chaotic systems is reviewed from a dynamical control perspective. It is s...
This note presents a brief introduction in the field of control of chaos and chaos synchronization. ...
This note presents a brief introduction i the field of control of chaos and chaos synchronization. I...
This note presents a brief introduction in the field of control of chaos and chaos synchronization. ...
An attempt is made to give a general formalism for synchronization in dynamical systems encompassing...
An attempt is made to give a general formalism for synchronization in dynamical systems encompassing...
The criteria for complete synchronization of strictly different chaotic systems using feedback contr...
Synchronization: From Simple to Complex is devoted to the fundamental phenomenon in physics – synchr...
Abstract — The emergence of synchronization in a network of coupled oscillators is a pervasive topic...
Some mathematical models in engineering and physics, such as rotating pendulums, governors and phase...
Synchronization is one of the most deeply rooted and pervasive behaviours in nature. It extends from...
This report is devoted to the problem of synchronization of dynamic systems. General definitions of ...
This paper considers synchronization as a control problem. In particular, a (robust) controller for ...
This paper considers synchronization as a control problem. In particular, a (robust) controller for ...
Synchronization of complex/chaotic systems is reviewed from a dynamical control perspective. It is s...
This note presents a brief introduction in the field of control of chaos and chaos synchronization. ...
This note presents a brief introduction i the field of control of chaos and chaos synchronization. I...
This note presents a brief introduction in the field of control of chaos and chaos synchronization. ...
An attempt is made to give a general formalism for synchronization in dynamical systems encompassing...
An attempt is made to give a general formalism for synchronization in dynamical systems encompassing...
The criteria for complete synchronization of strictly different chaotic systems using feedback contr...
Synchronization: From Simple to Complex is devoted to the fundamental phenomenon in physics – synchr...
Abstract — The emergence of synchronization in a network of coupled oscillators is a pervasive topic...
Some mathematical models in engineering and physics, such as rotating pendulums, governors and phase...
Synchronization is one of the most deeply rooted and pervasive behaviours in nature. It extends from...