In this paper, the fractional-order extended Malkus-Robbins dynamo system (FOEMRD) is
introduced. Additionally, the stability, complexity diagrams, Lyapunov dimension, Lyapunov …

This paper presents a method for constructing chaotic systems under parameter conditions
to investigate their impact on the dynamic behavior of small systems. The method allows for …

Nonlinear problems, which often arise in various scientific and engineering disciplines,
typically involve nonlinear equations or functions with multiple solutions. Analytical solutions …

The dynamics of a four-dimensional fractional-order (FO) dynamical system from the
viewpoint of spectral entropy (SE), C 0 complexity, and algorithm 0–1 are presented in detail …

Solving fractional-order nonlinear equations is crucial in engineering, where precision and
accuracy are essential. This study introduces a novel fractional parallel technique for solving …

In this study, we introduce a new fractional-order chaotic system (FO-CS) that comprises six
terms, setting it apart from classical chaotic models such as the Lorenz, Chen, and Lü …

The article introduces a new chaotic system with dissipative nature and no equilibrium point,
investigating its complex dynamics and synchronization. Topics include the analysis of …

This paper explores the stabilization of the three-dimensional fractional-order (FO) chaotic
Lorenz-84 atmosphere model through control strategies. Employing the Grünwald-Letnikov …