大流行后恢复期采购和生产计划的概率规划方法

S. Sutrisno, P. A. Wicaksono, S. Solikhin, A. Aziz
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引用次数: 0

摘要

制造商在采购规划方面面临着大流行后不同寻常的复苏形势。本研究旨在提出一种新的数学优化模型,用于大流行后恢复时间采购计划问题的决策支持。它包括一些特殊情况,如需求过剩和参数不确定。利用不确定参数的可用数据将问题建模为概率线性规划。通过求解所提出的优化模型,计算出以期望利润最大化为目标的原零件和生产产品品牌的最优决策。并利用随机生成的数据进行了数值实验。结果表明,得到了最优解,处理了所有异常情况。因此,从业者可以使用提出的模型来解决他们的生产计划问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Probabilistic Programming Approach for Procurement and Production Planning in Recovery Time after a Pandemic
Manufacturers face extraordinary post-pandemic recovery situations for their procurement planning. This study aimed to propose a new mathematical optimization model useful as decision-making support for procurement planning problems in recovery time after a pandemic. It included several extraordinary situations, such as excess demand and uncertain parameters. The data available regarding the uncertain parameters were used to model the problem as probabilistic linear programming. The optimal decision regarding the raw parts and the product brands to be produced to maximize the expected profit was calculated by solving the proposed optimization model. Furthermore, numerical experiments were carried out with randomly generated data. The results showed that the optimal solution was derived, and all the extraordinary situations were handled. Therefore, practitioners could use the proposed model to solve their production planning problems.
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