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An Analysis the Exploration Abilities of Crossover Operators

机译:跨界算子的探索能力分析

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摘要

Crossover plays an important role in GAs based search. In this paper, we analyze the exploration abilities of crossover operators in GAs. We use some relevant mathematical theory to analyze the search step-size of one-point crossover operator, two-point crossover operator, multi-point crossover operator and uniform crossover operator. We have found out that why GAs with uniform crossover operator is better than GAs with multi-point crossover operator, GAs with multi-point crossover operator is better than GAs with two-point crossover operator, and GAs with two-point crossover operator is better than GAs with one-point crossover operator for some benchmark functions.
机译:交叉在基于GA的搜索中扮演重要角色。本文分析了遗传算法中交叉算子的挖掘能力。我们使用一些相关的数学理论来分析一点交叉算子,两点交叉算子,多点交叉算子和均匀交叉算子的搜索步长。我们发现为什么具有统一交叉算子的GA优于具有多点交叉算子的GA,具有多点交叉算子的GA优于具有两点交叉算子的GA,并且具有两点交叉算子的GA更好比具有一点交叉算子的GA具有一些基准功能。

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