遗传算法中的等宽分区轮盘选择

Liming Zhang, Huiyou Chang, Rui-tian Xu
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引用次数: 34

摘要

选择算子是遗传算法中一个重要的算子。它对算法的性能影响很大。轮盘选择算子是遗传算法实现中常用的选择算子。然而,在平衡算法的收敛速度和种群多样性方面表现得不够好。提出了一种基于适应度等宽划分的轮盘选择方法。所提出的选择算子通过对整个种群的适应度区间进行等宽划分来对个体进行分组。然后在每次选择一个个体来产生新的种群时,一组个体被用轮盘赌选择的方法选择,其中一个个体将被选择在新的种群中生存。通过限制大多数具有相似适应度的个体的快速繁殖,所提出的选择算子能够维持种群多样性,避免种群过早进化。令人鼓舞的实验结果表明,与传统的轮盘赌选择算子相比,所提出的选择算子能够获得更好的解,并且具有更快的收敛速度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Equal-Width Partitioning Roulette Wheel Selection in Genetic Algorithm
Selection operator is one important operator in genetic algorithm (termed GA). It has significant influences on the performance of algorithm. Roulette wheel selection is a frequently used selection operator in implementation of GA. However it does not perform sufficiently well in balancing the convergence speed and population diversity of the algorithm. This paper proposes a novel roulette wheel selection based on fitness equal-width partitioning. The proposed selection operator groups the individuals by equal-width partitioning of the fitness interval of the whole population. And then in each time of selecting an individual to generate the new population, a group of individuals is selected with the method of roulette wheel selection, where an individual will be then chosen for survival in the new population. By restricting the fast reproduction of the majority of individuals sharing similar fitness, the proposed selection operator can sustain the population diversity to avoid premature. Encouraging experimental results demonstrate that the proposed selection operator is able to achieve better solution and has a faster convergence speed, compared to the traditional roulette wheel selection.
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