摘要
针对连锁零售业配送中心选址问题进行研究,通过随机变量停止—损失序的判断准则,建立随机变量数学模型。讨论随机变量数学模型相对于传统模型需求构造随机化方面的合理性,综合考虑运输费用以及由于食品腐败而产生的损失费用,建立费用目标函数。最后,通过重心法对目标函数进行求解,进一步验证该模型在物流配送中心选址的寻优能力和求解效率。
This paper studies the location problem of the distribution center of the chain retail industry,establishes the mathematical model of the random variable through the criterion of the stop-loss sequence of random variables,and discusses the rationality and cost savings of the mathematical model of the random variable compared with the traditional model. Establish a cost objective function by considering transportation costs and the cost of damage due to food corruption. Finally,the objective function is solved by the center of gravity method,and the model is further verified in the logistics distribution center. Optimization ability and solution efficiency.
作者
董海
于时淞
DONG Hai;YU Shi-song(School of Applied Technology,Shenyang University,Shenyang 110044;School of Mechanical Engineering,Shenyang University,Shenyang 110044,China)
出处
《物流工程与管理》
2019年第3期83-85,共3页
Logistics Engineering and Management
基金
辽宁省自然科学基金"复杂机械产品协间设计过程建模优化与控制(201602514)"资助
关键词
有效性
随机性需求
配送模式
effectiveness
random demand
distribution mode