使用深度约束交叉控制膨胀

Geng Li, Xiao-Jun Zeng
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引用次数: 2

摘要

我们开发了一种简单的交叉修改称为深度约束交叉来控制膨胀。顾名思义,深度约束交叉是在交叉点的选择上增加了一个深度约束。该方法的动机是对去除偏置膨胀理论的分析。在本文中,我们定量地将去除偏置定义为交换子树在交叉中的深度差。实验表明,所定义的去除偏差在GP问题中广泛存在,且与种群规模的增长密切相关。我们发现,通过深度约束交叉来限制交换子树之间的最大深度差,可以大大减少去除偏差,从而有效地控制膨胀。为了分析深度约束交叉的效率,我们在四个不同的问题域上将该技术与koza式深度限制方法进行了比较。实验结果表明,新方法在控制腹胀的同时,仍能保持健康。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Controlling bloating using depth constraint crossover
We develop a simple modification of crossover called depth constraint crossover to control bloating. As the name suggests, depth constraint crossover adds a depth constraint on the selection of crossover point. This method is motivated by the analysis of removal bias bloating theory. In this paper, we quantitatively define removal bias as the depth difference between swapped subtrees in crossover. Experiments show that the removal bias defined can be widely observed in GP problems and it is strongly correlated to the growth of population size. We find that by limiting the maximum depth difference between subtrees swapped in crossover with depth constraint crossover, it is possible to greatly reduce the removal bias and hence effectively control bloating. To analyze the efficiency of depth constraint crossover, we compare the technique with koza-style depth limiting method on four different problem domains. Experiment results show that the new technique are very effective in controlling bloating while still maintaining fitness.
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