A new type of behavior of unidirectionally coupled chaotic oscillators near the transition to generalized synchronization has been detected. It has been shown that the appearance of generalized synchronization is preceded by intermittent behavior: close to the threshold parameter value the coupled chaotic systems demonstrate generalized synchronization most of the time, but there are time intervals during which the synchronized oscillations are interrupted by non-synchronous bursts. This type of system behavior has been called intermittent generalized synchronization (IGS) by analogy with intermittent lag synchronization (ILS) (Phys. Rev. E 62 (2000) 7497)
Nonlinear oscillators that are mutually coupled via dissimilar (or conjugate) variables display dist...
In an experimental investigation of the response of a chaotic system to a chaotic driving force, we ...
Modeling approaches are presented for detecting an anomalous route to phase synchronization from tim...
The behavior of two unidirectionally coupled chaotic oscillators near the generalized synchronizatio...
Synchronization properties of two identical mutually coupled Duffing oscillators with parametric mod...
We study intermittent lag synchronization in a system of two identical mutually coupled Duffing osci...
Intermittent behavior is typical of systems of vari ous origins and is a universal effect. In partic...
Intermittent lag synchronization of two nonidentical symmetrically coupled Ro¨ssler systems is inves...
‘Generalized synchronization (GS)’ was proposed by Rulkov et al. (Phys. Rev. E 51, 980 (1995)) to ex...
We carried out an experimental study of the synchronization of two unidirectionally coupled R�ssler-...
Generalized synchronization in an array of mutually (bidirectionally) coupled nonidentical chaotic o...
Synchronization of coupled oscillators exhibiting the coexistence of chaotic attractors is investiga...
form e 6 d b osc sed the chaotic oscillator behavior. The mechanisms resulting in the generalized sy...
Synchronization for a pair of chaotic oscillators is studied both numerically and experimentally. Th...
In chaotically driven nonlinear dynamical systems, weak generalized synchrony can arise through dist...
Nonlinear oscillators that are mutually coupled via dissimilar (or conjugate) variables display dist...
In an experimental investigation of the response of a chaotic system to a chaotic driving force, we ...
Modeling approaches are presented for detecting an anomalous route to phase synchronization from tim...
The behavior of two unidirectionally coupled chaotic oscillators near the generalized synchronizatio...
Synchronization properties of two identical mutually coupled Duffing oscillators with parametric mod...
We study intermittent lag synchronization in a system of two identical mutually coupled Duffing osci...
Intermittent behavior is typical of systems of vari ous origins and is a universal effect. In partic...
Intermittent lag synchronization of two nonidentical symmetrically coupled Ro¨ssler systems is inves...
‘Generalized synchronization (GS)’ was proposed by Rulkov et al. (Phys. Rev. E 51, 980 (1995)) to ex...
We carried out an experimental study of the synchronization of two unidirectionally coupled R�ssler-...
Generalized synchronization in an array of mutually (bidirectionally) coupled nonidentical chaotic o...
Synchronization of coupled oscillators exhibiting the coexistence of chaotic attractors is investiga...
form e 6 d b osc sed the chaotic oscillator behavior. The mechanisms resulting in the generalized sy...
Synchronization for a pair of chaotic oscillators is studied both numerically and experimentally. Th...
In chaotically driven nonlinear dynamical systems, weak generalized synchrony can arise through dist...
Nonlinear oscillators that are mutually coupled via dissimilar (or conjugate) variables display dist...
In an experimental investigation of the response of a chaotic system to a chaotic driving force, we ...
Modeling approaches are presented for detecting an anomalous route to phase synchronization from tim...