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) …

The tumor-immune interactive dynamics is an evergreen subject that continues to draw
attention from applied mathematicians and oncologists, especially so due to the …

Data security represents an essential task in the present day, in which chaotic models have
an excellent role in designing modern cryptosystems. Here, a novel oscillator with chaotic …

This paper investigates the problem of the design and the implementation of time-delay
chaotic circuits. A simple feedback scheme consisting of a nonlinearity, a first-order RC …

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 …

In this paper, we propose a guideline for plotting the bifurcation diagrams of chaotic systems.
We discuss numerical and mathematical facts in order to obtain more accurate and more …

In this paper, the stability analysis and control design of Takagi-Sugeno (TS) fuzzy systems
subject to uncertain time-delay are addressed. The proposed approach is based on linear …

In this paper, a multi-stable chaotic hyperjerk system with both self-excited and hidden
attractors is proposed. Such a system is infrequent between dynamical systems. State …

In this paper, Rössler system has been studied by using differential geometry method ie with
KCC-theory. We obtained the deviation tensor and its eigenvalue which determine the …

In this article, a new multivariate radial basis functions neural network model is proposed to
predict the complex chaotic time series. To realize the reconstruction of phase space, we …