The definition of fractional calculus is introduced into a 3D multi-attribute chaotic system in
this paper. The fractional multi-attribute chaotic system (FMACS) numerical solution is …

Analog circuit detection of hidden and multistable dynamics is an intractable problem as
their attraction basins are hard to locate rigorously in analog circuits. This article proposes a …

In order to obtain a system of higher complexity, a new fractional-order chaotic system is
constructed based on the Sprott system. It is noteworthy that the system has no equilibrium …

A new chaotic system is obtained by modifying the Sprott-C system. Then the phase
diagrams, power spectra, 0–1 tests, Poincaré maps, Lyapunov exponential spectra, time …

This study shows, by means of numerical analysis, that the characteristics of discrete
dynamical systems, in which chaos and catastrophe coexist, are closely related to the …

Various chaotic systems have been studied recently. They can show many different
dynamics and features. A memristive 4D chaotic oscillator with no equilibria, multistability …

Since ecological systems are history-dependent, incorporating fractional calculus and
especially variable order ones could significantly improve the emulation of these systems …

Here, a 2D megastable oscillator with a square-wave function is proposed. The oscillator
shows an infinite number of coexisting jagged-shape limit cycles. It has an unstable …

This paper proposes the controlled 3D Hindmarsh-Rose neuron model with hidden chaos.
We systematically study the internal characteristics of the kinetic generation mechanism of …

The behavior of the simplest realistic Oregonator model of the BZ-reaction from the
perspective of KCC theory has been investigated. In order to reduce the complexity of the …