In this review, we categorize chaotic systems with special properties in their equilibrium into
eight groups: Systems with no equilibrium (NE), systems with stable equilibrium (SE) …

In this paper, we investigate some unrevealed features of a newly introduced megastable
chaotic oscillator. This oscillator has a rich dynamical behavior including limit cycle, torus …

By introducing a flux‐controlled memristor model with absolute value function, a 5D
multistable four‐wing memristive hyperchaotic system (FWMHS) with linear equilibrium …

In the last two years, many chaotic or hyperchaotic systems with megastability have been
reported in the literature. The reported systems with megastability are mostly developed from …

This research work reports a double-wing chaotic system with a line of equilibrium points
and constructs an electronic circuit via MultiSIM for practical implementation. Explicitly, the …

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) …

Recently, chaotic systems with hidden attractors and multistability have been of great
interest in the field of chaos and nonlinear dynamics. Two special categories of systems with …

Memristor and fractional-order derivatives are feasible options for constructing new systems
with complex dynamics. This paper presents a new fractional-order chaotic system based on …

In this paper, the simplest chaotic oscillator with fractional-order-memristor component
(SCOF) is proposed. Dynamical characteristics of the proposed chaotic oscillator are …

In recent years designing new multistable chaotic oscillators has been of noticeable interest.
A multistable system is a double-edged sword which can have many benefits in some …