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A developed genetic algorithm for solving the multi-objective supply chain scheduling problem

拖延 计算机科学 供应链 数学优化 调度(生产过程) 遗传算法 作业车间调度 供应链管理 运筹学 生产(经济) 业务 数学 经济 营销 微观经济学 操作系统 地铁列车时刻表
作者
Ali Borumand,Mohammad Ali Beheshtinia
出处
期刊:Kybernetes [Emerald (MCB UP)]
卷期号:47 (7): 1401-1419 被引量:26
标识
DOI:10.1108/k-07-2017-0275
摘要

Purpose Proper management of supplies and their delivery greatly affects the competitiveness of companies. This paper aims to propose an integrated decision-making approach for integrated transportation and production scheduling problem in a two-stage supply chain. The objective functions are minimizing the total delivery tardiness, production cost and the emission by suppliers and vehicles and maximizing the production quality. Design/methodology/approach First, the mathematical model of the problem is presented. Consequently, a new algorithm based on a combination of the genetic algorithm (GA) and the VIKOR method in multi-criteria decision-making, named GA-VIKOR, is introduced. To evaluate the efficiency of GA-VIKOR, it is implemented in a pharmaceutical distribution company located in Iran and the results are compared with those obtained by the previous decision-making process. The results are also compared with a similar algorithm which does not use the VIKOR method and other algorithm mentioned in the literature. Finally, the results are compared with the optimized solutions for small-sized problems. Findings Results indicate the high efficiency of GA-VIKOR in making decisions regarding integrated production supply chain and transportation scheduling. Research limitations/implications This research aids the manufacturers to minimize their total delivery tardiness and production cost and at the same time maximize their production quality. These improve the customer satisfaction as a part of social and manufacturer’s power of competitiveness. Furthermore, the emission minimizing objective functions directly provides benefits to the environment and the society. Originality/value This paper investigates a new supply chain scheduling the problems and presents its mathematical formulation. Moreover, a new algorithm is introduced to solve the multi-objective problems.

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