There is not a single species that does not strive for survival. Every species has crafted
specialized techniques to avoid possible dangers that mostly come from the side of their …

The nonlinear dynamics of a FitzHugh–Nagumo (FHN) neuron driven by an oscillating
current and perturbed by a Gaussian noise signal with different intensities D is investigated …

A novel method to control multistability of nonlinear oscillators by applying dual-frequency
driving is presented. The test model is the Keller–Miksis equation describing the oscillation …

We analyze the existence of chaotic and regular dynamics, transient chaos phenomenon,
and multistability in the parameter space of two electrically interacting FitzHugh–Nagumo …

We report the dynamics of the asymmetrical quartic map, a one-dimensional discrete-time
system constructed adding one linear and one cubic term to the biquadratic form of the …

Irregular easy axis reorientation features are observed in numerical simulations of the
nanomagnet coupled to the Josephson junction. We study magnetization bifurcations and …

In this paper, two scenarios for the formation of shrimp-shaped domains [1] are presented.
The employed test model is the Keller–Miksis equation that is a second order, harmonically …

In this paper we study a logistic-like and Gauss coupled maps to investigate the period-
adding phenomenon, where infinite sets of periodicity (p) form a sequence in planar …

In this work, we use the finite-time Lyapunov exponent (FTLE) for a version of the potential
well model with an oscillating bottom. This model is described by a conservative two …

The present study focuses on the possibilities of dynamic stabilization of a gas–vapour
bubble below Blake's critical threshold (Blake in the onset of cavitation in liquids, 1949) by …