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An empirical comparison of two crossover operators in real-coded genetic algorithms for constrained numerical optimization problems

机译:实数编码遗传算法中两个交叉算子约束数值优化问题的经验比较

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This paper presents an empirical analysis of two well-known crossover operators in real-coded genetic algorithms: Blend Crossover (BLX-a) and Simulated Binary Crossover (SBX), for constrained numerical optimization problems. The aim of the study is to analyze the ability of each operator to generate feasible solutions and also suggest suitable variation operator parameter values for such purpose. A performance measure is proposed to evaluate the capacity of each operator to find feasible offspring. A set of fourteen benchmark problems is used in the experiments. The results show that in both crossover operators the exploration ability must be enhanced so as to get better results.
机译:本文对实数编码遗传算法中的两个著名的交叉算子进行了实证分析:混合交叉(BLX-a)和模拟二进制交叉(SBX),用于约束数值优化问题。该研究的目的是分析每个操作员生成可行解的能力,并为此目的建议合适的变化操作员参数值。提出了一项绩效衡量标准,以评估每个操作员寻找可行后代的能力。实验中使用了一组十四个基准问题。结果表明,在两个交叉算子中,必须提高勘探能力,以获得更好的结果。

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