A modern introduction to synchronization phenomena, this text presents recent discoveries
and the current state of research in the field, from low-dimensional systems to complex …

Recently, the stabilization of chaos by chaos has attracted the attention of researchers. A
small deviation between the natural frequencies of unidirectionally coupled chaotic …

In this work, we study numerically the periodicity of regular regions embedded in chaotic
states for the case of an anisotropic magnetic particle. The particle is in the monodomain …

A small mismatch between natural frequencies of unidirectionally coupled chaotic oscillators
can induce coherence resonance in the slave oscillator for a certain coupling strength. This …

An integrable Hamiltonian variant of the two species Lotka–Volterra (LV) predator–prey
model, shortly referred to as geometric mean (GM) predator–prey model, has been recently …

We study transitions from regular to chaotic dynamics and back of a ring of three map-based
neurons with parameter mismatch. First, we consider the case when each neuron being …

We study the dynamical inactivity of the global network of identical oscillators in the
presence of mixed attractive and repulsive coupling. We consider that the oscillators are a …

We present the experimental evidence of deterministic coherence resonance in
unidirectionally coupled two and three Rössler electronic oscillators with mismatch between …

Maintaining oscillation is essential for practical applications in various natural and artificial
systems, thus, restoring rhythmic oscillation from amplitude death (AD) always plays an …

Symmetrically coupled oscillators represent a limiting case for studying the dynamics of
natural systems. Therefore, we here investigate the effect of coupling asymmetry on delay …