摘要
针对由一个中心仓库、一个分销中心和多个零售商组成的三级分销系统,研究了模糊环境下该分销系统的库存决策问题,建立了分销系统的总成本与服务水平的集成优化模型.目的是确立中心仓库、分销中心和零售商的最经济的订货批量,从而使分销系统的模糊总成本最小.最后,通过数值方法求解了此模型.
This paper makes a study of the supply - chain stock decision under fuzzy environment around the three - grade distribution system composed of a central warehouse, distribution center and many retailers, and establishes an optimized and integrated model of total cost and sevice level. The aim is to determine the system＇s amount of order and minimize the total cost. At the end the model is resolved by numerical method.
出处
《菏泽学院学报》
2009年第2期16-19,共4页
Journal of Heze University
基金
国家自然科学基金资助项目(10671108)
山东省自然科学基金资助项目(Y2005A04)
关键词
模糊环境
供应链管理
库存控制
fuzzy environment
supply - chain management
stock control
