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A multi-objective invasive weed optimization algorithm for robust aggregate production planning under uncertain seasonal demand

机译:不确定季节需求下健壮的总产量计划的多目标入侵杂草优化算法

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This paper addresses a robust multi-objective multi-period aggregate production planning (APP) problem based on different scenarios under uncertain seasonal demand. The main goals are to minimize the total cost including in-house production, outsourcing, workforce, holding, shortage and employment/unemployment costs, and maximize the customers' satisfaction level. To deal with demand uncertainty, robust optimization approach is applied to the proposed mixed integer linear programming model. A goal programming method is then implemented to cope with the multi-objectiveness and validate the suggested robust model. Since APP problems are classified as NP-hard, two solution methods of non-dominated sorting genetic algorithm II (NSGA-II) and multi-objective invasive weed optimization algorithm (MOIWO) are designed to solve the problem. Moreover, Taguchi design method is implemented to increase the efficiency of the algorithms by adjusting the algorithms' parameters optimally. Finally, several numerical test problems are generated in different sizes to evaluate the performance of the algorithms. The results obtained from different comparison criteria demonstrate the high quality of the proposed solution methods in terms of speed and accuracy in finding optimal solutions.
机译:本文针对不确定的季节性需求,基于不同的情况,提出了一个鲁棒的多目标多期总生产计划(APP)问题。主要目标是最大程度地降低总成本,包括内部生产,外包,劳动力,持有,短缺和雇佣/失业成本,并最大程度地提高客户的满意度。为了解决需求不确定性,将鲁棒优化方法应用于所提出的混合整数线性规划模型。然后实施目标编程方法以应对多目标并验证建议的鲁棒模型。由于APP问题被归类为NP-hard,因此设计了非控制分类遗传算法II(NSGA-II)和多目标入侵杂草优化算法(MOIWO)的两种解决方法来解决该问题。此外,通过执行Taguchi设计方法来优化算法参数来提高算法效率。最后,以不同的大小生成了几个数值测试问题,以评估算法的性能。从不同的比较标准中获得的结果证明了所提出的解决方案方法在寻找最佳解决方案的速度和准确性方面的高质量。

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