We study the dynamics of multistable coexisting rotating waves that propagate along a
unidirectional ring consisting of coupled double-well Duffing oscillators with different …

Discrete fractional models with reaction-diffusion have gained significance in the scientific
field in recent years, not only due to the need for numerical simulation but also due to the …

A methodology to study the reinjection process in type V intermittency is introduced. The
reinjection probability density function (RPD), and the probability density of the laminar …

In previous papers, the type-I intermittent phenomenon with continuous reinjection
probability density (RPD) has been extensively studied. However, in this paper type-I …

Just below a Period-3 window, the logistic map exhibits intermittency. Then, the third iterate
of this map has been widely used to explain the chaotic intermittency concept. Much …

We implement a recent methodology to study type-II intermittency considering different
values of the lower boundary of reinjection (LBR) and the noise intensity. With this approach …

The traditional theory of chaotic intermittency developed for return maps hypothesizes a
uniform density of reinjected points from the chaotic zone to the laminar one. In the past few …

In this paper, type V intermittency is studied using the M function methodology developed in
the last years. This methodology is applied on two different maps to evaluate the reinjection …

In this paper, we study type-II intermittency by means of the Perron–Frobenius operator. We
calculate analytical expressions for the reinjection probability density (RPD) and the …

This paper reports theoretical and numerical results about the reinjection process in type V
intermittency. The M function methodology is applied to a simple mathematical model to …