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) …

This review paper describes different lumped circuitry realizations of the chaotic dynamical
systems having equilibrium degeneration into a plane object with topological dimension of …

In this paper, role of chaotic systems with perpendicular line equilibrium, line equilibrium,
and no-equilibrium is investigated by employing Mittage-Leffler kernel. The fractal …

This paper discusses the design process toward new lumped chaotic systems that originates
in higher-order ordinary differential equations commonly used as description of ideal …

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 …

Attracting torus is a rare phenomenon in the dynamics of low-dimensional autonomous
systems. Adding an anti-damping term to the well-known Nosé-Hoover oscillator, this paper …

This paper reports the finding of a new chaotic system with perpendicular lines of
equilibrium points. Thus, this paper makes a valuable addition to existing chaotic systems …

This paper reports the finding a new chaotic system with a pear-shaped equilibrium curve
and makes a valuable addition to existing chaotic systems with infinite equilibrium points in …

In the chaos literature, there is currently significant interest in the discovery of new chaotic
systems with hidden chaotic attractors. A new 4-D chaotic system with only two quadratic …

Many novel chaotic systems have recently been identified and numerically studied.
Parametric chaotic sets are a valuable tool for determining and classifying oscillation …