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 …

This paper presents a new method of generating chaotic maps that do not have fixed points.
The method uses an appropriate transformation of functions defined on the unit square in …

The identification of complex periodic windows in the two-dimensional parameter space of
certain dynamical systems has recently attracted considerable interest. While for discrete …

In a 2D parameter-space of an inductorless Chua's circuit model, we carried out numerical
investigations and observed self-similar stability structures embedded in a sea of chaos …

Migration is a natural behavior and an integral part of many species' life cycles. Although
most commonly found in many species of mammals and birds, it also occurs in several other …

Shrimps are islands of periodicity within a chaotic sea in phase and parameter spaces of
dimensions larger than one. Islands of different periodicities have recently been shown to be …

The parameter plane investigation for a family of two-dimensional, nonlinear, and area
contracting map is made. Several dynamical features in the system such as tangent, period …

A four-dimensional four-parameter Chua model with cubic nonlinearity is studied applying
numerical continuation and numerical solutions methods. Regarding numerical solution …

We show that extreme orbits, trajectories that connect local maximum and minimum values
of one dimensional maps, play a major role in the parameter space of dissipative systems …

In the bi-dimensional parameter space of driven oscillators, shrimp-shaped periodic
windows are immersed in chaotic regions. For two of these oscillators, namely, Duffing and …