In this paper, we introduce an interesting new megastable oscillator with infinite coexisting
hidden and self-excited attractors (generated by stable fixed points and unstable ones) …

Dynamic systems exhibiting chaos with periodic windows and multistability are not
recommended for cryptography due to the lack of security in these regimes. In this work, we …

This paper reports both the coexistence of chaos and hyperchaos and their control based on
a noninvasive temporal feedback method for attractor selection in a multistable non …

Using an effective nonlinear feedback controller, a novel 4D hyperchaotic Lorenz system is
built. Dynamical analyses show that it has interesting properties. Using some well-known …

An electronic implementation of a novel chaotic oscillator with quintic nonlinearity is
proposed herein. Dynamical behaviors of the system are investigated using well‐known …

Understanding and characterizing multistabilities, whether homogeneous or heterogeneous,
is crucial in various fields as it helps to unveil complex system behaviors and provides …

Dynamical systems with megastable properties are very rare in the literature. In this paper,
we introduce a new two-dimensional megastable dynamical system with a line of equilibria …

This work studies the dynamics of a three dimensional Hopfield neural network focusing on
the impact of bias terms. In the presence of bias terms, the models displays an odd symmetry …

Neurons are connected through synapses, but it is not reasonable to equate the connection
mode of synapses to an edge in the network due to synaptic plasticity whereas the magnetic …

This research delves into simple Jerk-type dynamical networks, constructed using a specific
bidirectional coupling scheme that influences the sub-oscillators and compound nonlinearity …