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)
In this letter, we investigate the cross-coupled BVP oscillators. A single BVP oscillator has two te...
We propose a methodology to analyze synchronization in an ensemble of diffusively coupled multistabl...
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...
his paper addresses the amplitude and phase dynamics of a large system of nonlinearly coupled, non-i...
Considering a system of two coupled identical chaotic oscillators, the paper first establishes the c...
We investigate phenomena of multistability and complete chaos synchronization in coupled period-doub...
In this letter, we investigate the cross-coupled BVP oscillators. A single BVP oscillator has two te...
We propose a methodology to analyze synchronization in an ensemble of diffusively coupled multistabl...
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...
his paper addresses the amplitude and phase dynamics of a large system of nonlinearly coupled, non-i...
Considering a system of two coupled identical chaotic oscillators, the paper first establishes the c...
We investigate phenomena of multistability and complete chaos synchronization in coupled period-doub...
In this letter, we investigate the cross-coupled BVP oscillators. A single BVP oscillator has two te...
We propose a methodology to analyze synchronization in an ensemble of diffusively coupled multistabl...
We consider the dynamical behavior of coupled oscillators with robust heteroclinic cycles between sa...