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多维信息招投标中的最优机制及其实施 被引量:18

Optimal mechanism and its implementation in multidimensional auctions
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摘要 引入广义质量的生产函数,把竞标企业所有关于质量的信息转化为综合性质量指标,求解了多维信息招投标中的最优机制,并证明了3阶段的第1分值拍卖和第2分值拍卖都能够有效实施该最优机制.在此基础上得到多维信息招投标中更具一般意义的收入等值原理:无论买者在事前是否承诺遵循某一评分规则,也无论实施的是第1分值拍卖还是第2分值拍卖,买者的期望收益都相等.进一步分析还表明,买者事前承诺遵循某一合适的评分规则有利于提高整体社会福利,否则会导致竞标企业的过度质量供给,这从整个社会来讲是非效率的. This paper converts all the bidders' quality information into a comprehensive quality index by employing the production function of generalized quality. Under this fundamental setting, we have solved the optimal mechanism for multidimensional auctions. Moreover, the results show that three stage first-score and second-seore auction can both implement this optimal mechanism efficiently. Based on this, we obtain the generalized revenue equivalence theorem in multidimensional auctions: whether the buyer commits to any scoring rule ex ante or not, or whether the first-score or second-score auction is implemented, the expected revenue of the buyer is equal. Further analysis shows that, if the buyer can commit to an appropriate scoring rule, the total social welfare can be improved; otherwise, it will cause bidders' excessive quality supply which is inefficient from the perspective of total social welfare.
出处 《管理科学学报》 CSSCI 北大核心 2010年第8期1-14,共14页 Journal of Management Sciences in China
关键词 多维信息招投标 分值拍卖 最优机制 multidimensional auctions scoring auction the optimal mechanism
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参考文献24

  • 1刘树林,汪寿阳,黎建强.投标与拍卖的几个数学模型[J].管理科学学报,1998,1(2):11-16. 被引量:39
  • 2陈培友,汪定伟.组合拍卖竞胜标确定问题的混沌搜索算法[J].管理科学学报,2003,6(5):24-28. 被引量:18
  • 3Hung-po C,Wilson R.Multi-dimensional procurement auctions for power reserves:robust incentive-compatible scoring and settlement rules[J].Journal of Regulatory Economics,2002,22(2):161-183.
  • 4Laffont J J,Tirole J.A Theory of Incentives in Procurement and Regulation[M].Cambridge:The MIT Press,1993.
  • 5Osborn C T,Llacuna F,Linsenbigler M.The conservation reserve program:Enrollment statistics for signup periods 1-12 and fiscal years 1986-93.Statistical Bulletin Number 925,Economic Research Service[R].U.S.Department of Agriculture,November 1995.
  • 6Denis L.Auctioning the Provision of Noxious Facilities:A Multidimensional Case[R].Mimeo,CRESE,University of Basancon,October 27,1999.
  • 7Myerson R B.Optimal auction design[J].Mathematics of Operation Research,1981,6(1):58-73.
  • 8McAfee R P,McMillan J.Multidimensional incentive compatibility and mechanism design[J].Journal of Economic Theory,1988,46:335-354.
  • 9Armstrong M.Multiproduct nonlinear pricing[J].Econometrica,1996,64(1):51-75.
  • 10Che Y K.Design competition through multi-dimensional auctions[J].RAND Journal of Economics,1993,24(4):668-680.

二级参考文献21

  • 1玄光男 程润伟.遗传算法与工程设计[M].北京:科学出版社,2000..
  • 2Rassenti S J, Smith V L, Bul_fin R L. A combinatorial auction mechanism for airport time slot allocation[J]. Bell Journal of Economics, 1982, 13:402--417.
  • 3Rothkopf M H, Pekec A, Harstad R M. Computationally manageable combinatorial auctions[ J]. Management Science, 1995, 44 (8): 1131--1147.
  • 4Sandholm T. Approaches to winner determination in combinatorial auctions[J]. Decision Support Systems, 2000, 28(1 -2): 165--176.
  • 5Leyton-Brown K, Shoham Y, Tennenholtz M. An Algorithm for Multi-unit Combinatorial Auctions[ R] . 17th National Conference on Artificial Intelligence, Austin, TX: 2001. 56--61.
  • 6Arne Andersson, Mattias Tenhunen, Fredrik Ygge. lnteger Programming for C'ombinatorial Auction Winner Determination [ R].Fourth International Conference on Multi-agent Systems Proceedings, Boston, MA: 2000. 39m46.
  • 7Stan van Hoesel, Rudolf Miller. Optimization in electronic markets : Examples in combinatorial auctions [ J ]. Netnomics, 2001,(3) : 23--33.
  • 8Sandolm T W. An Algorithm for Optimal Winner Determination in Combinatorial Auctions[ R] . Proceedings of Sixteeth International Joint Conference on Artificial Intelligence, Stockholm, Sweden, 1999. 542--547.
  • 9CHEN Peiyou, WANG Dingwei. Approaches to Winner Determination in Combinatorial Auctions: A Review[ R]. Proceedings of International Conference on Regional Logistics and Supply Chain Manageement, Shenyang: Baishan Press, 2002. 22--30.
  • 10刘树林,International Journal of Quantatitive Analysis and Operational Management,1998年

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