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

Some phase space transport properties for a conservative bouncer model are studied. The
dynamics of the model is described by using a two-dimensional measure preserving …

Optimal ratchet currents are shown to be directly connected, for all parameters combinations
of the ratchet model, to Isoperiodic Stable Structures (ISSs), which are believed to be …

The phase space dynamics of higher dimensional nonintegrable conservative systems is
characterized via the effect of “sticky” motion on the finite time Lyapunov exponents (FTLEs) …

We investigate the dynamics of information among the parties of tripartite systems. We start
by proving two results concerning the monogamy of mutual information. The first one states …

We study the flow of energy between a harmonic oscillator (HO) and an external
environment consisting of N two-degrees-of-freedom nonlinear oscillators, ranging from …

This paper investigates unbiased directed transport, known as the ratchet effect, within a
system coupled to a fluid modeled by the bailout embedding technique. The system …

We investigate a monolayer graphene chip's relativistic ratchet current (RRC). Our findings
indicate that thermal noise can paradoxically amplify the RRC, in contrast to its conventional …

The purpose of this work is to present convergence properties of regular and chaotic
conservative trajectories under small dissipation. It is known that when subjected to …

In this work we investigate how regular islands localized in a mixed phase-space of generic
area-preserving Hamiltonian systems are affected by a small amount of dissipation. Mainly …