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Evolutionary identification of hidden chaotic attractors

机译:隐藏的混沌吸引子的进化识别

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In this participation we discuss the possibility of mutual fusion of evolutionary algorithms and deterministic chaos. As demonstrated in previous research papers, evolutionary algorithms are capable of chaotic system control, identification or synthesis and vice versa, chaos can be observed in the evolutionary dynamics. More exactly, in this paper there is numerically demonstrated possible solution of the question whether identification of so-called basin of attraction for hidden attractor can be done by evolutionary algorithms. Hidden attractors are a special kind of attractors, that are hidden in the system structure and if ignored (undiscovered), then can cause serious damages, as already observed in the real world. The research presented here is bivalent. At first it shows, that evolutionary algorithms are able to identify presence of hidden attractors in the system, but also it can be extended to study an existence of hidden attractors in the evolutionary algorithms dynamics. All numerical simulations are demonstrated on Chua's chaotic attractor that contains an example of hidden attractor and at the end there are discussed discrete systems (synthesized by evolution) that likely exhibit hidden attractors, too.
机译:在这次参与中,我们讨论了进化算法和确定性混沌相互融合的可能性。正如以前的研究论文所证明的那样,进化算法能够控制,识别或合成混沌系统,反之亦然,可以在进化动力学中观察到混沌。更确切地说,在本文中,通过数值论证了可能的解决方案,该问题是否可以通过进化算法来识别隐藏吸引子的所谓吸引盆地。隐藏的吸引子是一种特殊的吸引子,它们被隐藏在系统结构中,如果被忽略(未被发现),则会造成严重的破坏,正如在现实世界中已经观察到的那样。这里介绍的研究是二价的。首先,它表明进化算法能够识别系统中隐藏吸引子的存在,但是它也可以扩展为研究进化算法动力学中隐藏吸引子的存在。在蔡氏混沌吸引子上演示了所有数值模拟,其中包括一个隐藏吸引子的例子,最后讨论了离散系统(通过演化合成),这些系统也可能表现出隐藏吸引子。

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