Lower-dimensional chaotic systems are easily implementable and cost-effective, therefore,
more desirable for practical considerations. Not only can such systems preserve basic …

In this paper, we investigate the occurrence of superextreme spiking (SES) oscillations and
multistability behavior in a memristor-based Hindmarsh–Rose neuron model. The presence …

In this study, we employ a machine learning approach to infer the complex dynamics of
dragon king extreme events. Specifically, we utilize two distinct machine learning …

This paper investigates the sampled-data stabilization of the Takagi–Sugano (T–S) fuzzy
system, focusing on the existence of extreme event (EE) and its application to the financial …

The role of topological heterogeneity in the origin of extreme events in a network is
investigated here. The dynamics of the oscillators associated with the nodes are assumed to …

In dynamical systems, events that deviate significantly from usual or expected behavior are
referred to as extreme events. This paper investigates the mechanism of extreme event …

This manuscript explores extreme events in a three-dimensional, damped Korteweg–de
Vries (KdV) autonomous system that is derived from the jerk system with a modified basin …

In the present study, we investigate the dynamic behavior of the fractional-order Bonhoeffer–
van der Pol (BVP) oscillator. Previous studies on the integer-order BVP have shown that it …

In the manuscript, we report the dynamics of the Takagi–Sugeno (T–S) fuzzy memristor-
based hidden system via sampled-data control. For an open-loop formulation, the system …

Since Galileo's time, the pendulum has evolved into one of the most exciting physical
objects in mathematical modeling due to its vast range of applications for studying various …