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Experiments with Hybrid Genetic Algorithm for the Grey Pattern Problem

机译:混合遗传算法求解灰色图案问题的实验

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Recently, genetic algorithms (GAs) and their hybrids have achieved great success in solving difficult combinatorial optimization problems. In this paper, the issues related to the performance of the genetic search in the context of the grey pattern problem (GPP) are discussed. The main attention is paid to the investigation of the solution recombination, i.e., crossover operators which play an important role by developing robust genetic algorithms. We implemented seven crossover operators within the hybrid genetic algorithm (HGA) framework, and carried out the computational experiments in order to test the influence of the recombination operators to the genetic search process. We examined the one point crossover, the uniform like crossover, the cycle crossover, the swap path crossover, and others. A so-called multiple parent crossover based on a special type of recombination of several solutions was tried, too. The results obtained from the experiments on the GPP test instances demonstrate promising efficiency of the swap path and multiple parent crossovers.
机译:近年来,遗传算法(GA)及其混合算法在解决复杂的组合优化问题方面取得了巨大的成功。在本文中,讨论了与灰色模式问题(GPP)相关的遗传搜索性能的问题。主要关注解决方案重组的研究,即,交叉算子通过开发鲁棒的遗传算法起着重要的作用。我们在混合遗传算法(HGA)框架内实现了七个交叉算子,并进行了计算实验,以测试重组算子对遗传搜索过程的影响。我们研究了单点交叉,均匀交叉,循环交叉,交换路径交叉等。还尝试了一种基于几种解决方案的特殊重组的所谓的多亲交叉。从GPP测试实例上的实验获得的结果证明了交换路径和多个父交叉的效率令人鼓舞。

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