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 …

Single-walled carbon nanotubes (SWCNTs) can undergo arbitrarily large nonlinear
deformations without permanent damage to the atomic structure and mechanical properties …

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 …

The main goal of this book is to present and discuss many of the common scaling properties
observed in some nonlinear dynamical systems described by map**s. The …

Challenges and efficient solution techniques during the integration of a large number of
independent ordinary differential equations (ODEs) using the massively parallel architecture …

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 high-dimensional dynamical systems, the possibility of controlling the dynamics through
parametric changes is of great interest. Adding a time dependent parameter, it is possible to …

In this work we carry out extensive numerical study of a Watt centrifugal governor system
model, and we also implement an electronic circuit by analog computation to experimentally …

The honeybee has a significant impact on ecosystem stability, biodiversity conservation, and
pollinating crops. However, during the past few years, there has been a sharp reduction in …

A feedforward control technique is presented to steer a harmonically driven, non-linear
system between attractors in the frequency–amplitude parameter plane of the excitation. The …