Problem Difficulty for Genetic Algorithm in Combinatorial Optimization

Z. Zukhri, K. Omar
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引用次数: 1

Abstract

This paper presents how difficult to handle (genetic algorithm) GA with combinatorial approach in clustering problem and an alternative approach is suggested. Clustering problem can be viewed as combinatorial optimization. In this paper, the objects must be clustered are new students. They must be allocated into a few of classes, so that each class contains students with low gap of intelligence. Initially, we apply GA with combinatorial approach. But experiments only provide a small scale case (200 students and 5 classes). Then we try to apply GA with binary chromosome representation and we evaluate it with the same data. We have successfully improved the performance with this approach. This result seems to indicate that GA is not effective to be applied for solving combinatorial optimization problems in general. We suggest that binary representation approach should be used to avoid this difficulty.
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遗传算法在组合优化中的问题难度
本文分析了遗传算法在聚类问题中难以用组合方法处理的问题,并提出了一种替代方法。聚类问题可以看作是组合优化问题。本文中必须聚类的对象都是新生。他们必须被分配到几个班级,这样每个班级都有低智商差距的学生。首先,我们用组合方法应用遗传算法。但实验只提供了一个小规模的案例(200名学生和5个班级)。然后,我们尝试将遗传算法应用于双染色体表示,并使用相同的数据对其进行评估。通过这种方法,我们已经成功地提高了性能。这一结果似乎表明遗传算法不适用于一般的组合优化问题。我们建议使用二进制表示方法来避免这种困难。
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