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Improved crossover and mutation operators for Genetic-Algorithm project scheduling

机译:改进的交叉和变异算子,用于遗传算法项目调度

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In Genetic Algorithms (GAs) technique, offspring chromosomes are created by merging two parent chromosomes using a crossover operator or modifying an existing chromosome using a mutation operator. However, in scheduling problems in which the genes represent activities' start times, the crossover and mutation operators may cause violation of the precedence relationships in the offspring chromosomes. This paper proposes improved crossover and mutation algorithms to directly devise feasible offspring chromosomes. The proposed algorithms employed the traditional Free Float (FF) and a newly-introduced Backward Free Float (BFF). The obtained results exhibited robustness of the proposed algorithms to reduce the computational costs, and high effectiveness to search for optimal solutions. Moreover, validation was performed by comparing the results against the exact solutions obtained by the Integer Programming (IP) technique.
机译:在遗传算法(GA)技术中,后代染色体是通过使用交叉算子合并两个父染色体或使用突变算子修改现有染色体来创建的。但是,在计划问题中,基因代表活动的开始时间,交叉和变异算子可能会导致违反后代染色体中的优先关系。本文提出了改进的交叉和突变算法,以直接设计可行的后代染色体。提出的算法采用了传统的自由浮动(FF)和新引入的向后自由浮动(BFF)。获得的结果显示了所提出算法的鲁棒性以减少计算成本,并且具有寻找最优解的高效性。此外,通过将结果与通过整数编程(IP)技术获得的精确解进行比较来进行验证。

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