Add to ORKGAbstract. In this paper, we will show how to obtain good estimations of attractors of a class of dynamical systems called generalized Lorenz systems. We will then analyze the synchronization of two linearly-coupled systems, and apply these results to the new chaotic system we introduce here
Two chaotic orbits can be synchronized by driving one of them by the other. Some of the variables of...
In this series of papers, we study issues related to the synchronization of two coupled chaotic disc...
In this paper, we develope the theory for generalized synchronization of bidirectionally coupled cha...
In literature it is conjectured that the states of the generalized Lorenz system with an unknown par...
summary:This paper shows that a large class of chaotic systems, introduced in [S. Čelikovský and G. ...
In this paper a new dynamic system with integer and fractional order is investigated. It is shown th...
This paper investigates a class of new synchronization phenomenon. Some control strategy is establis...
We examine the defining characteristics of chaotic dynamical systems through thelens of three exampl...
The question of the chaotic synchronization of two coupled dynamical systems is an issue that intere...
In this paper a new bound on the trajectories of the Lorenz system is derived. This result is useful...
The aim is to searh the general regularities of the forced, intermutual and spatial synchronization ...
a) Synchronization graphics for six Lorenz chaotic systems in a ring topology with an isolated node....
We show that the synchronization of chaotic systems can be achieved by using the observer design tec...
Synchronization of chaos in coupled systems of ordinary differential equations is an area of mathema...
Abstract. This paper introduces a new unified chaotic system that connects the Chen’s chaotic system...
Two chaotic orbits can be synchronized by driving one of them by the other. Some of the variables of...
In this series of papers, we study issues related to the synchronization of two coupled chaotic disc...
In this paper, we develope the theory for generalized synchronization of bidirectionally coupled cha...
In literature it is conjectured that the states of the generalized Lorenz system with an unknown par...
summary:This paper shows that a large class of chaotic systems, introduced in [S. Čelikovský and G. ...
In this paper a new dynamic system with integer and fractional order is investigated. It is shown th...
This paper investigates a class of new synchronization phenomenon. Some control strategy is establis...
We examine the defining characteristics of chaotic dynamical systems through thelens of three exampl...
The question of the chaotic synchronization of two coupled dynamical systems is an issue that intere...
In this paper a new bound on the trajectories of the Lorenz system is derived. This result is useful...
The aim is to searh the general regularities of the forced, intermutual and spatial synchronization ...
a) Synchronization graphics for six Lorenz chaotic systems in a ring topology with an isolated node....
We show that the synchronization of chaotic systems can be achieved by using the observer design tec...
Synchronization of chaos in coupled systems of ordinary differential equations is an area of mathema...
Abstract. This paper introduces a new unified chaotic system that connects the Chen’s chaotic system...
Two chaotic orbits can be synchronized by driving one of them by the other. Some of the variables of...
In this series of papers, we study issues related to the synchronization of two coupled chaotic disc...
In this paper, we develope the theory for generalized synchronization of bidirectionally coupled cha...