In the recent years, chaotic systems with uncountable equilibrium points such as chaotic
systems with line equilibrium and curve equilibrium have been studied well in the literature …

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 …

After the report of chaotic flows with line equilibrium, there has been much attention to
systems with uncountable equilibria in the past five years. This work proposes a new system …

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 …

Recent evidences suggest that complex behavior such as chaos can be observed in a
nonlinear system with stable equilibria. However, few studies have investigated chaotic …

In this paper, we describe a new 3-D chaotic system with line equilibrium. A detailed
analysis of the proposed chaotic system is provided with MATLAB phase portraits …

For the past 4 years, there has been a rapid rise in the study of chaotic systems with curves
of equilibria which are categorized as systems with hidden attractors. There is still significant …

This paper presents a new four-dimensional (4D) autonomous chaotic system which has first
Lyapunov exponent of about 22 and is comparatively larger than many existing three …

For the past five years there has been much attention to systems with uncountable equilibria.
This work introduces a new system with an infinite number of equilibrium points. It is worth …

In this paper, a new three-dimensional autonomous chaotic system is presented. There are
three control parameters and three different nonlinear terms in the governed equations. The …