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Enhanced Differential Evolution by Dynamic Selection Framework of Mutation Operator

机译:变异算子的动态选择框架增强了差分进化

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Muatation operator is the core operators in differential evolution(DE). Many researchers have proposed various versions of improved muatation operators. Most of them balance the exploration and exploitation in a constant way, which means that the importance between exploration and exploitation is invariable in the whole evolution process. However, exploration is more important in the initial evolution stage and exploitation is more important in the latter evolution stage. So we propose a framework named$arepsilon$ranking based mutation operators in DE$pmb{(arepsilon mathrm{R}-mathrm{DE})}$in this paper. The framework balance exploration and exploitation in a dynamic way according to the evolution stages. Experiments on 20 benchmark functions of CEC2013 indicate that$pmbarepsilon mathbf{R}$-DE improves the original DE and advanced DE very well.
机译:变异算子是差分进化(DE)的核心算子。许多研究人员提出了各种版本的改良变异算子。它们中的大多数以恒定的方式平衡了勘探与开发,这意味着勘探与开发之间的重要性在整个演化过程中是不变的。但是,勘探在最初的演化阶段更为重要,而开发在后期的演化阶段则更为重要。因此,我们提出了一个名为 $ \ varepsilon $ DE中基于排名的变异算子 $ \ pmb {(\ varepsilon \ mathrm {R}-\ mathrm {DE})} $ 在本文中。框架根据演化阶段以动态方式平衡探索和开发。对CEC2013的20个基准功能进行的实验表明: $ \ pmb \ varepsilon \ mathbf {R} $ -DE很好地改进了原始DE和高级DE。

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