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一类两级DC/STORES库存系统模型与控制 被引量:2

Optimal Policies for a Two-Echelon(DC/STORES) Inventory System Model
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摘要 本文研究了一类具有N个一级百货店和一个二级配送中心、顾客需求服从负二项分布考虑部分失去销售(PLS)的两级库存系统。文中引入了负二项分布,克服了需求服从泊松或正态分布时在高需求率条件下所建模型的缺陷,构建了系统模型,给出了系统优化控制策略。 This paper considers a two-echelon inventory system with N-Identical Stores and One-Distribution CenterThe demands have the Negative Binomial Distribution and partial lost sales (PLS)Most pervious two-echelonmodels have assumed either Poisson or Normal demands,which are poor model for items with high demand ratesWe develop the model and show optimal policies for an inventory systemIt can supply effective decision support
作者 董云庭 王颖
出处 《中国管理科学》 CSSCI 1998年第1期40-47,共8页 Chinese Journal of Management Science
基金 浙江省自然科学基金
关键词 配送中心 库存系统 系统模型 商业企业 Distribution center,partial lost sales,special orders,coordinated control
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  • 1Simchilevi D 季建华等(译).供应链设计与管理--概念、战略与案例研究[M].上海:上海远东出版社,2000..
  • 2Chiou, C., M. Yao and J.Tsai, Coordinating supply chain inventories through common replenishment epochs and quantity discounts[ C]. International Conference on Global Supply Chain Management, Beijing, China, 2002:183 -188.
  • 3Cachon G P, Zipkin P.. Competitive and cooperative inventory policies in a two- stage supply chain[J ]. Management Science, 1999,45 (7): 936 - 953
  • 4Sulem A. A solvable one - dimensional model of a diffusion inventory system [ J ] .Mathematics of Operations Research, 1986,11 (1): 125 - 133.
  • 5Constantinides G, Richard S. Existence of optimal simple policies for discounted - cost inventory and cash management in continuous time [ J ]. Operations Research, 1978,26(4) :620 - 636.
  • 6Bellman R. Dynamic programming[ M ]. Princeton: Princeton University Press, 1957.
  • 7Corbett C.J..Stochastic inventory systems in a supply chain with asymmetric information: cycle stocks, safety stocks and consignment stock [ J ] . Operations Research,2001,49(4) :487 - 500.
  • 8Abbound N E, Sfairy R G. Time - limited free - back - orders EOQ model [ J ] .Applied Mathematical Modelling,1997,21:21-25.
  • 9Viswanathan, S. and R. Piplani, Coordinating supply chain inventories through common replenishment epoehs[J ], European Journal of Operational Research, 129 ( 2 ): 277 -286.
  • 10但斌,张旭梅.基于CPFR的供应链合作关系[J].工业工程与管理,2000,5(1):28-30. 被引量:31

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