[1] 田剑,高杰.不同一口价网上组合拍卖规则下拍卖方收益分析[J].系统管理学报,2012,21(2):246-251. [2] 王宏.组合拍卖的理论与实践: 一个文献综述[J].产业经济评论,2009,8(1):111-146. [3] 陈剑,陈熙龙,宋西平.拍卖理论与网上拍卖[M].北京:清华大学出版社,2005. [4] Krishna V, Rosenthal R. Simultaneous auctions with synergies[J]. Games & Economic Behavior, 1996, 17(1): 1-31. [5] 李研,宋起柱,赵蔚,吕廷杰.频谱拍卖机制研究[J].中国无线电,2010,6:8-12. [6] 汪定伟.组合拍卖必要的投标人数的理论分析[J].系统管理学报,2014,23(4):524-528. [7] Rassenti S J, Smith V L, Bulfin R L. A combinatorial auction mechanism for airport time slot allocation[J]. Bell Journal of Economics, 1982, 13(2): 402-417. [8] 王飞,徐肖豪,张静,陈凯.GHP时隙分配问题的组合拍卖竞胜标模型与算法[J].系统工程,2010,28(2):30-35. [9] 陈李钢,李一军,艾文国.组合拍卖在门户网站广告机会分配中的应用[J].运筹与管理,2011,20(2):108-116. [10] Engelbrecht-Wiggans R. The effect of regret on optimal bidding in auctions[J]. Management Science, 1989, 35(6): 685-692. [11] Engelbrecht-Wiggans R, Katok E. Regret in auctions: theory and evidence[J]. Economic Theory, 2007, 33(1): 81-101. [12] Fishman P, Durham N C. Regret in first-price sealed bid auctions[D]. Durham: Duke University, 2002. [13] Filiz E, Ozbay E Y. Auctions with anticipated regret: theory and experiment[J]. The American Economic Review, 2006, 97(4): 1407-1461. [14] Du S, Abendroth L J, Chandran S. Bidders’ regret in auctions[J]. Advances in Consumer Research, 2006, 33(5): 516. [15] Engelbrecht-Wiggans R, Katok E. Regret and feedback information in first-price sealed-bid auctions[J]. Management Science, 2008, 54(4): 808-819. [16] 高广鑫,樊治平.考虑投标者后悔的一级密封拍卖的最优投标策略[J].管理科学,2016,1(29):1-14. [17] Engelbrecht-Wiggans R, Katok E. A direct test of risk aversion and regret in first price sealed-bid auctions[J]. Decision Analysis, 2009, 6(2): 75-86. [18] Astor P, Adam M, Jähnig C, et al. Measuring regret: emotional aspects of auction design[C]. Helsinki: AIS Electronic Library(AISel)for ECIS Proceedings, 2011. 88-100. [19] 黄河,陈剑.采购组合拍卖投标均衡策略研究[J].系统工程理论与实践,2007,27(10):93-97. [20] Riley J G, Samuelson W F. Optimal auctions[J]. The American Economic Review, 1981, 71(3): 381-392. [21] Matthews S. Comparing auctions for risk averse buyers: a buyer’s point of view[J]. Econometrica: Journal of The Econometric Society, 1987, 55(3): 633-646. [22] McAfee R P, McMillan J. Auctions with a stochastic number of bidders[J]. Journal of Economic Theory, 1987, 43(1): 1-19. [23] Dang C, Hu Q, Liu J. Bidding strategies in online auctions with different ending rules and value assumptions[J]. Electronic Commerce Research and Applications, 2015, 14(2): 104-111. [24] Davis A M, Katok E, Kwasnica A M. Do auctioneers pick optimal reserve prices?[J]. Management Science, 2011, 57(1): 177-192. [25] Jiang Z Z, Fang S C, Fan Z P, et al. Selecting optimal selling format of a product in B2C online auctions with boundedly rational customers[J]. European Journal of Operational Research, 2013, 226(1): 139-153. [26] 高广鑫,樊治平.考虑投标者有限理性行为的网上临时一口价拍卖的卖方收益分析[J].中国管理科学,2017,25(7):102-112. [27] Qian X, Fang S C, Huang M, et al. Reverse auctions with regret-anticipated bidders[J]. Annals of Operations Research, 2017, published online. [28] Klemperer P. How(not)to run auctions: the european 3G telecom auctions[J]. Social Science Electronic Publishing, 2002, 46(4): 829-845. [29] Binmore K, Klemperer P. The biggest auction ever: the sale of the british 3G telecom licenses[J]. General Information, 2002, 112(478): C74-C96. |