We show that in the mutual synchronization of periodic oscillators, besides an attracting torus, there is also a saddle torus that plays an equally important role. We demonstrate that the saddle and stable tori form an elegant structure, allowing for a variety of phenomena, both known and new, related to the origin and evolution of coexisting synchronous regimes (phase multistability)
A few mathematical problems arising in the classical synchroniza-tion theory are discussed; especial...
We investigate phenomena of multistability and complete chaos synchronization in coupled period-doub...
We consider the dynamical behavior of coupled oscillators with robust heteroclinic cycles between sa...
We show that in the mutual synchronization of periodic oscillators, besides an attracting torus, the...
A few mathematical problems arising in the classical synchronization theory are discussed, especiall...
Considering a system of two coupled identical chaotic oscillators, the paper first establishes the c...
The effect of synchronization has been studied in a system of two coupled Van der Pol oscillators u...
We study the synchronization of N nearest neighbors coupled oscillators in a ring. We derive an anal...
A few mathematical problems arising in the classical synchronization theory are discussed; especiall...
The goal of this research is to explore criteria sufficient to produce oscillations, sample some dyn...
A few mathematical problems arising in the classical synchronization theory are discussed; especiall...
We consider the system of externally excited identical van der Pol-Duffing oscillators unidirectiona...
Considering a system of two coupled identical chaotic oscillators, the paper first establishes the c...
his paper addresses the amplitude and phase dynamics of a large system of nonlinearly coupled, non-i...
We report the observation of a nontrivial emergent state in a chain of nonidentical, heterogeneously...
A few mathematical problems arising in the classical synchroniza-tion theory are discussed; especial...
We investigate phenomena of multistability and complete chaos synchronization in coupled period-doub...
We consider the dynamical behavior of coupled oscillators with robust heteroclinic cycles between sa...
We show that in the mutual synchronization of periodic oscillators, besides an attracting torus, the...
A few mathematical problems arising in the classical synchronization theory are discussed, especiall...
Considering a system of two coupled identical chaotic oscillators, the paper first establishes the c...
The effect of synchronization has been studied in a system of two coupled Van der Pol oscillators u...
We study the synchronization of N nearest neighbors coupled oscillators in a ring. We derive an anal...
A few mathematical problems arising in the classical synchronization theory are discussed; especiall...
The goal of this research is to explore criteria sufficient to produce oscillations, sample some dyn...
A few mathematical problems arising in the classical synchronization theory are discussed; especiall...
We consider the system of externally excited identical van der Pol-Duffing oscillators unidirectiona...
Considering a system of two coupled identical chaotic oscillators, the paper first establishes the c...
his paper addresses the amplitude and phase dynamics of a large system of nonlinearly coupled, non-i...
We report the observation of a nontrivial emergent state in a chain of nonidentical, heterogeneously...
A few mathematical problems arising in the classical synchroniza-tion theory are discussed; especial...
We investigate phenomena of multistability and complete chaos synchronization in coupled period-doub...
We consider the dynamical behavior of coupled oscillators with robust heteroclinic cycles between sa...