期刊文献+

带有免费送货选择的最优订货策略 被引量:13

Optimal order strategy with free shipping option
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摘要 有条件的免费送货已成为最有效的营销手段之一,越来越多的公司尤其是电子商务公司开始向一次订购量超过最小免费送货量的买家提供免费送货服务.研究了当供应商提供免费送货选择时零售商在确定需求和随机需求两种情况下的最优订货策略问题,并用导出的最优订货策略和数值试验分析了最小免费送货量及运费对零售商最优订货策略的影响. Free shipping with conditions has become one of the most effective marketing tools,so more and more companies especially e-business companies become to offer free shipping to buyers whenever their orders placed exceeds the minimum quantity specified by them.In this paper,we examine the optimal order strategy of a retailer who faces deterministic or stochastic demand when suppliers offer free shipping, and analyze the impacts of the free shipping quantity and the transportation cost on the retailer's optimal order strategy through the optimal order strategy we derived and an extensive numerical study.
出处 《系统工程理论与实践》 EI CSSCI CSCD 北大核心 2010年第3期506-512,共7页 Systems Engineering-Theory & Practice
基金 国家自然科学基金(70801003 70701003)
关键词 EOQ模型 报童模型 免费送货 订购策略 EOQ model newsvendor model free shipping order strategy
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参考文献10

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同被引文献88

  • 1周永务,杨善林.基于不对称需求信息的供应链协调定价[J].系统工程学报,2006,21(6):591-597. 被引量:27
  • 2罗键,邱洪全,董维维.具有库存损耗且允许缺货的EOQ模型[J].数学的实践与认识,2007,37(6):7-10. 被引量:7
  • 3Lewis M, Singh V, Fay S. An empirical study of the impact of nonlinear shipping and handling fees on purchase incidence and expenditure decisions. Marketing Science 2006, 25(1):51 -64.
  • 4Leng M, Becerril-Arreola R. Joint pricing and contingent free-shipping decisions in B2C transactions. Production and Operations Management, 2010, 19(4):390 - 405.
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  • 7Lewis M,Singh V,Fay S.An Empirical Study of the Impact of Nonlinear Shipping and Handling Fees on Purchase Incidence and Expenditure Decisions[J].Marketing Science,2006,25(1):51-64.
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  • 9Leng M,Becerril-Arreola R.Joint Pricing and Contingent Free-shipping Decisions in B2C Transactions[J].Production and Operations Management,2010,19(4):390-405.
  • 10Leng M,Parlar M.Freeshipping and Purchasing Decisions in B2B Transactions:A Game Theoretical Analysis[J].HE Transactions,2005,37:1119-1128.

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