Hidden Attractors in Chaotic Systems with Nonlinear Functions

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Chaos Theory and Applications
Volume:6 Issue:2 Special Issue
Hidden Attractors in Chaotic Systems with Nonlinear Functions

Hidden Attractors in Chaotic Systems with Nonlinear Functions

Authors : Hafiz Muhammad Zeeshan, Rider Jaimesreategui, Juan Hugo García López, Safara Bibi, Guillermo Huertacuellar

Pages : 144-151

Doi:10.51537/chaos.1381891

View : 79 | Download : 95

Publication Date : 2024-06-30

Article Type : Research Paper

Abstract :In the present work, an interesting mini-review of hidden attractors in dynamical systems with associated nonlinear functions is carried out. Chaotic systems with nonlinear functions often possess hidden attractors due to their inherent complexity. These attractors can arise in various mathematical models, such as the Lorenz system, Rössler system, or Chua\'s circuit. The identification and comprehension of hidden attractors broaden our understanding of complex systems and provide new directions for future study and technological development. The discovery and characterization of hidden attractors in chaotic systems have profound implications for various scientific disciplines, including physics, biology, and engineering.
Keywords : Hidden attractors, Chaotic systems, Nonlinear functions, Fixed points, Numerical simulations

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