Control parameter adaptation strategies for mutation and crossover rates of differential evolution algorithm - An insight

P. Pranav, G. Jeyakumar
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引用次数: 5

Abstract

Differential Evolution (DE), an optimization algorithm under the roof of Evolutionary Algorithms (EAs), is well known for its efficiency in solving optimization problems which are non-linear and non-differentiable. DE has many good qualities such as algorithmic simplicity, robustness and reliability. DE also has the quality of solving the given problem with few control parameters (NP - population size, F - mutation rate and Cr - crossover rate). However, suitable setting of values to these parameters is a complicated task. Hence, various adaptation strategies to tune these parameters during the run of DE algorithm are proposed in the literature. Choosing the right adaptation strategy itself is another difficult task, which need in-depth understanding of existing adaptation strategies. The aim of this paper is to summarize various adaptation strategies proposed in DE literature for adapting F and Cr. The adaptation strategies are categorized based on the logic used by the authors for adaptation, and brief insights about each of the categories along with the corresponding adaptation strategies are presented.
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差分进化算法中变异和交叉率的控制参数自适应策略
差分进化算法是进化算法中的一种优化算法,以其解决非线性和不可微优化问题的效率而闻名。DE具有算法简单、鲁棒性和可靠性等优点。DE还具有用较少的控制参数(NP -种群规模、F -突变率和Cr -交叉率)求解给定问题的特性。然而,为这些参数设置合适的值是一项复杂的任务。因此,文献中提出了各种自适应策略来调整DE算法运行过程中的这些参数。选择合适的适应策略本身也是一项艰巨的任务,需要深入了解现有的适应策略。本文的目的是总结DE文献中提出的适应F和Cr的各种适应策略,并根据作者的适应逻辑对适应策略进行分类,并简要介绍每种类型的适应策略以及相应的适应策略。
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