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以旧换新模式下报纸零售商报童问题研究 被引量:1

TM mode of the newspaper retailer newsboy problem
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摘要 以旧换新销售能促进废旧物资的回收,实现资源的再利用,是发展循环经济的重要途径。在对传统报童问题进行回顾与总结的基础上,结合报纸零售商的特点以及目前国内以旧换新活动的普遍情况,提出了以旧换新模式下报纸零售商报童模型。 Returning and swap mode can promote recycling of waste materials, recycling of resources is an important way the development of recycling economy. In this paper, the traditional newsboy problem review and summary, based on the combination of the characteristics of the newspaper and the current domestic retail trade activities in general, raised TM mode newspaper retailer newsboy model.
作者 王奇 马丽
出处 《湖南农机(学术版)》 2011年第6期187-188,共2页 Hunnan Agricultural Machinery
基金 2010江西蓝天学院院级一般项目(编号:XYSK10YB02)
关键词 以旧换新 报纸零售商 报童问题 returning and swap mode newspapers retailers newsboy problem
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  • 1官振中,卜祥智,赵辉.多代易逝性高科技产品收益管理研究[J].科技进步与对策,2005,22(9):84-86. 被引量:2
  • 2杨慧,周晶.易逝性高科技产品更新换代期的定价策略[J].科技与经济,2005,18(5):23-26. 被引量:3
  • 3吴锦华.高科技产品的定价规律与营销策略[J].商场现代化,2005(11):112-113. 被引量:3
  • 4K.Sridhar Moorthy,P.L.Png.Market segmentation.Cannibalization.And the Timing of Product IntroductionsUl.Management Science.1992.38(3).
  • 5Subrata M,Revenue management for remanufactured Products[J],The International Jornal of Management Science,2007:553-562.
  • 6Guide Jr.V D RJayaraman V,Linton J D.Building contingency planning for closed-loop supply chains with product recovery[J]Journal of Operations Managemcnt,2003,21:259-279.
  • 7Savaskan,R Canan,Van Wassenhove,Luk N.Re-verse Channel Design.The Case of Competing Retailers[].Management Science.2006
  • 8Van der Laan,E.A,Dekker,R.,Ridder,A.,Salomon,M.An(s,Q)Inventory Model with Remanu-facturing and Disposal[].International Journal ofProduction Economics.1996
  • 9Geraldo F Swaminathan,,Jayashankar M.Manag-ing New and Remanufactured Products[].Management Science.2006
  • 10Savaskan,R Canan,Bhattacharya,Shantanu,VanWassenhove,,Luk N.Closed-Loop Supply ChainModels with Product Remanufacturing[].Management Science.2004

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