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Providing a genetic algorithm optimized based on regression equations for solving flexible jobshop scheduling problem (With objective function minimization for makespan)

机译:提供基于回归方程进行优化的遗传算法,以解决灵活的jobop调度问题(具有Makespan的客观函数最小化)

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This study includes FJSP with objective function minimization for makespan. In this study a Meta heuristic algorithm based on genetic algorithm method for solving is presented. So that the result from this algorithm is based on targeted and effective combination of number of produced solutions obtained through operators of genetic algorithm. Also a multivariate equation is introduced based on existing relationship (between total solutions provider of new generation about each mutation operator, integration and cross over using regression equations). Then a linear regression equation with the lowest total square error for the relationship between number of population and number of generations produced by three operators mentioned to produce the next generation is obtained. These results in order to evaluate the effectiveness and efficiency of proposed algorithm are compared with optimal solutions obtained through the Lingo software and other similar research results. Results of experiments and computational analysis show that the proposed algorithm in this study has ability to achieve close to optimal points for different issues in different sizes.
机译:这项研究包括FJSP与目标函数为最小化最大完工时间。在这项研究中提出了一种基于对解决遗传算法的方法一元启发式算法。所以,从这个算法的结果是基于通过遗传算法的运营商获得产生解的数量的目标,有效的组合。还多变量方程被引入基于现有关系(关于每个变异算,积分新一代整体解决方案之间提供者和跨过使用回归方程)。然后用最低的总均方误差为人口和由三个运营商产生的生成的数目的数目之间的关系的线性回归方程中提到以产生获得下一代。这些结果以评估的有效性和算法的效率与通过的Lingo软件和其他类似的研究成果获得最佳的解决方案相比。实验和计算分析表明,该算法在这项研究中已实现近于不同尺寸不同的问题的最佳点的能力的结果。

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