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逆向拍卖采购下报童模型中的CVaR研究 被引量:2

CVaR in a Newsvendor Model under Reverse Auction Procurement
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摘要 研究逆向拍卖采购下具有风险规避的报童模型,其中报童的采购数量和采购价格均需通过逆向拍卖的方式来发现.利用CVaR理论,得到逆向拍卖采购下的报童在风险规避时的最优采购量小于风险中性时的最优采购量,且报童对风险越规避其采购量越少.同时,该研究结果也表明了报童的最优采购量与商品的零售价无关,而且我们也就各种费用参数对最优采购量的影响做了比较静态分析. This paper studies a risk averse newsvendor's model under reverse auction procurement, in which the procurement quantity and price must be discovered by auctioning/bidding. By using CVaR fram- work, we show that a risk averse newsvendor's optimal procurement quantity is smaller than that of a risk neutral newsvendor, and the more risk averse, the less the optimal procurement quantity. We also show that the optimal procurement quantity in the newsvendor model is independent of retail price. Comparative- static effects in the various cost parameters are also examined.
出处 《湘潭大学自然科学学报》 CAS 北大核心 2013年第1期1-5,共5页 Natural Science Journal of Xiangtan University
基金 湖南省重点学科建设资助项目
关键词 报童模型 逆向拍卖 风险规避 条件风险估值 newsvendor model reverse auction risk aversion Conditional Value-at-Risk
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  • 1Lau H S. The newboy problem under alternative optimization objectives[J]. Journal of the Operations Research Society, 1980, 31 :525 - 535.
  • 2Agrawal V, Seshadri S. Impact of uncertainty and risk aversion on price and order quantity in the newsvendor problem [ J ].Manufacturing & Service Operations Management, 2000, 2: 410- 423.
  • 3Eeckhoudt L, Gollier C, Schlesinger H. The risk averse (and prudent) newsboy[J]. Management Science, 1995, 41 : 786 - 794.
  • 4Bouakiz M, Sobel M J. Inventory control with an expected utility criterion[J]. Operations Research, 1992, 40:603 - 608.
  • 5Chen F, Federgruen A. Mean-Variance Analysis of Basic Inventory Models[R]. Columbia University, New York, NY 10027,2000.
  • 6Buzacott J, Yan H, Zhang H. Optimality Criteria and Risk Analys is in Inventory Models with Demand Forecast Updating[ R]. The Chinese University of Hong Kong, Shatin, Hong Kong, 2001.
  • 7Chen X, Sim M, Simchi-Levi D, Sun P. Risk Aversion in Inventory Management[R]. MIT,Cambridge, MA, 2003.
  • 8Lau H, Lau A H L. Manufacturer's pricing strategy and return policy for a single-period commodity[J]. European Journal of Operational Research, 1999, 116: 291- 304.
  • 9Tsay A. Risk sensitivity in distribution channel partnerships: Implications for manufacturer return policies[J] .Journal of Retailing,2002, 78 : 147 - 160.
  • 10Rockafellar R T, Uryasev S. Optimization of conditional value-at-risk[J]. Journal of Risk, 2000, 2:21 -42.

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  • 1汪浩.通道费与零售商市场力量[J].经济评论,2006(1):29-34. 被引量:72
  • 2张赞,郁义鸿.零售商垄断势力、通道费与经济规制[J].财贸经济,2006,27(3):60-65. 被引量:52
  • 3MARKOWITZ H. Portfolio selection[-J-I. Journal of Finance, 1952, 3(7).-77 - 91.
  • 4CHENG P L. Optimum bond portfolio selectionrJ']. Management Science, 1962, 8(4) .. 490-499.
  • 5ELTON E J, GRUBER M J, BROWN S J, et al. Modern Portfolio Theory and Investment AnalysisEM']. Wiley, 2009.
  • 6KORN O, KOZIOL C. Bond portfolio optimization: A risk-return approach ['J']. Journal of Fixed Income,2006, 15(4) : 48-60.
  • 7ROCKAFELLAR R T, URYASEV S. Optimization of conditional Value-at-risk I-J]. The Journal of Risk, 2000,2(3) :21-41.
  • 8KROKHMAL P , PALMQUIST J, URYASER S. Portfolio of optimization with conditional value-at-risk objective and constraints I-J]. The Journal of Risk, 2002,4(2) :11-27.
  • 9SHAPIRO A, DENTCHEVA D, RUSZCZYNSKI A. Lectures on stochastic programming : Modeling and theory[M]. Philadel- phia: SIAM, 2009.
  • 10TONG X J, WU F F, QI L. Available trasfer capability using a smoothing pointwise maximum function[J]. IEEE Transactions on Circuits and Systems- 1 .. Regular Papers, 2008,55 (1) : 462 - 474,.

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