Add to ORKGAbstract We investigate the motion of the globally coupled maps (logistic map) with a constant force. It is shown that the constant force can cause multi-synchronization for the globally coupled chaotic maps studied by us
Synchronization and collective behavior in globally coupled logarithmic maps (Cosenza, Mario; Gonz...
[[abstract]]We consider a lattice of coupled logistic maps with periodic boundary condition. We prov...
23 pagesWe study the continuum space-time limit of a periodic one dimensional array of deterministic...
Abstract — In this study, we propose a parametrically forced logistic map and investigate its bifurc...
Abstract — Synchronization phenomena in coupled logistic maps whose parameters are forced into perio...
Synchronous chaos is investigated in the coupled system of two Logistic maps. Although the diffusive...
We study the synchronization of a linear array of globally coupled identical logistic maps. We consi...
A system of globally coupled logistic maps with sequential updating is analyzed numerically. It is f...
Abstract — Synchronization phenomena based upon of globally coupled maps are studied in many fields ...
We study the dynamics of an ensemble of globally coupled chaotic logistic maps under the action of a...
Abstract—In this study, we investigate switching synchroniza-tion phenomena which are observed in co...
We compute distributions of overlaps between replicas and discuss replica symmetry breaking in a lar...
We study the completely synchronized states (CSSs) of a system of coupled logistic maps as a functio...
We study the dynamics of Laplacian-type coupling induced by logistic family fμ(x) = μx(1 − x), where...
We discuss iterated function systems generated by finitely many logistic maps, with a focus on synch...
Synchronization and collective behavior in globally coupled logarithmic maps (Cosenza, Mario; Gonz...
[[abstract]]We consider a lattice of coupled logistic maps with periodic boundary condition. We prov...
23 pagesWe study the continuum space-time limit of a periodic one dimensional array of deterministic...
Abstract — In this study, we propose a parametrically forced logistic map and investigate its bifurc...
Abstract — Synchronization phenomena in coupled logistic maps whose parameters are forced into perio...
Synchronous chaos is investigated in the coupled system of two Logistic maps. Although the diffusive...
We study the synchronization of a linear array of globally coupled identical logistic maps. We consi...
A system of globally coupled logistic maps with sequential updating is analyzed numerically. It is f...
Abstract — Synchronization phenomena based upon of globally coupled maps are studied in many fields ...
We study the dynamics of an ensemble of globally coupled chaotic logistic maps under the action of a...
Abstract—In this study, we investigate switching synchroniza-tion phenomena which are observed in co...
We compute distributions of overlaps between replicas and discuss replica symmetry breaking in a lar...
We study the completely synchronized states (CSSs) of a system of coupled logistic maps as a functio...
We study the dynamics of Laplacian-type coupling induced by logistic family fμ(x) = μx(1 − x), where...
We discuss iterated function systems generated by finitely many logistic maps, with a focus on synch...
Synchronization and collective behavior in globally coupled logarithmic maps (Cosenza, Mario; Gonz...
[[abstract]]We consider a lattice of coupled logistic maps with periodic boundary condition. We prov...
23 pagesWe study the continuum space-time limit of a periodic one dimensional array of deterministic...