The Effectiveness of Hénon Map for Chaotic Optimization Algorithms Using a Global Locally Averaged Strategy
نویسنده
چکیده
Chaos has three important dynamic properties : the sensitive dependence on initial conditions, the intrinsic stochastic property and ergodicity. So it was applied to optimization problems. In most optimization methods such as the COA [1] and [4], variables chaos generated by different types of applications such as the Logistic, the application Tent, Lozi, Ikeda and others have shown very interesting results that random application. The main idea is to improve the convergence of the optimization chaotic. In this paper, a chaotic strategy is proposed based on a Hénon application chaotic. c © Electronic Journal of Theoretical Physics. All rights reserved.
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