The ambient temperature and the time delay of signal transmission are very important
influences on the synchronization behavior of neuronal networks. In this paper, a neuronal …

When individual oscillators age and become inactive, the collective dynamics of coupled
oscillators is often affected as well. Depending on the fraction of inactive oscillators or …

The network connectivities play an important role in displaying the vastly different collective
dynamics in many complex systems. To demonstrate the presence of different dynamical …

Many natural and man-made systems require suitable feedback to function properly. In this
study, we aim to investigate the impact of additional complex conjugate feedback on globally …

We study collective failures in biologically realistic networks that consist of coupled excitable
units. The networks have broad-scale degree distribution, high modularity, and small-world …

Neurons are the key players in the brain; it is estimated that approximately 86 billion
neurons are used to transfer the information among brain cells and to all other body parts …

We introduce a model to mimic the dynamics of oscillators that are coupled by mean-field
nonlinear memductance. Notably, nonlinear memductance produces dynamic nonlinearity …

Spiral waves are an intriguing phenomenon that can be found in a variety of chemical and
biological systems. We consider the fractional-order resistor–capacitor shunted Josephson …

The phenomenon of transition between steady states, namely amplitude death and
oscillation death, is identified in certain models of coupled parametrically driven nonlinear …

The aging transition refers to the shift from an oscillatory state to a globally stopped state due
to some forms of deterioration in classical physics. Similar behavior has also been observed …