题名

資訊不對稱下均衡概念之關聯—以網路交易分析為例

并列篇名

Connecting Equilibrium Concepts in Asymmetric Information-The Market for Online Transactions

作者

張碧暖(Pi-Nuan Chang)

关键词

資訊不對稱 ; 序列均衡 ; 直觀準則 ; D1準則 ; 信譽 ; 網路交易 ; asymmetric information ; sequential equilibrium ; intuitive criterion ; criterion D1 ; reputation ; online transactions

期刊名称

人文及社會科學集刊

卷期/出版年月

25卷1期(2013 / 03 / 01)

页次

87 - 129

内容语文

繁體中文

中文摘要

本文旨在探討當交易期數與賣方型態為賣方的私有資訊時,存有詐欺誘因的一般型兩期賣方,如何付出誠實交貨的代價以維持信譽,來吸引更多買方上網交易。我們利用Kreps and Wilson發展的「信譽效果」概念,以對偶方式呈現我們的兩期模型。然而,我們的模型有別於連鎖店賽局只用直觀準則,就可完全刪除買方用不合理猜測所支撐出的均衡。我們證明此模型,必須進一步採用D1準則,甚至到策略穩定性要求,才有唯一的均衡路徑。這一部分的分析,是以往相關文獻上不需討論的,其間可清楚看出,在資訊不對稱下各均衡概念的差異。我們並應用Gambit對Nash均衡解作數值模擬,來更具體呈現上述各個均衡概念的關聯。我們的研究結果顯示,「信用評價制度」的引進,的確在鼓勵賣方採取誠實行為上有其貢獻。

英文摘要

This paper builds a two-period signaling game to study whether or not the 'ordinary' long-run seller has sufficient incentive to gain credibility for his second sale by delivering the good in the first period. We assume that short-run (one-shot) buyer is uncertain about the seller's type, and whether or not the seller will be in the market in the second period is also seller's private information. This model can be viewed as a dual model of Kreps and Wilson. Contrary to the uniqueness of the results in Kreps and Wilson, we have multiple equilibrium paths passing the intuitive criterion. Hence, in order to obtain a unique equilibrium path, we must apply the criterion D1 and need strategic stability. Therefore, we can tell the discrepancy under each type of equilibrium concepts under asymmetric information. We also apply Gambit software to get a numerical simulation of all pure strategy Nash equilibria of this model. In the unique strategically stable equilibrium, when the probability of an 'ordinary' short-run seller is sufficiently low, the outcome is that the 'ordinary' long-run seller has sufficient incentive to gain credibility for his second sale by delivering the good in the first period. Hence, concern for reputation can encourage sellers to adopt honest delivery behavior, thereby benefiting the market for online transactions.

主题分类 人文學 > 人文學綜合
社會科學 > 社會科學綜合
参考文献
  1. McKelvey, Richard D., Andrew M. McLennan, and Theodore L. Turocy 2010 "Gambit: Software Tools for Game Theory, Version 0.2010.09.01," Retrieved May 30, 2011, from http://www.gambit-project.org
  2. 財團法人資訊工業策進會 2010 〈2009年台灣網友線上購物行為分析,直購成為網購趨勢,網拍耐心逐漸流失〉。2010年5月30日,取自 http://mic.iii.org.tw/intelligence/pressroom/pop_pressfull.asp?sno=174&type1=2 (Institute for Information Industry, 2010, "An Analysis of Online Trading Behavior of Internet Users in Taiwan in 2009: 'Buying It Now' Becomes the Trend of Online Trading, While the Online Auction Is Gradually Lossing Its Attruction," Retrieved May 30, 2010, from http://mic.iii.org.tw/intelligence/pressroom/pop_pressfull.asp?sno=174&type1=2)
  3. Chen, L. 2009 "What Do We Pay for Asymmetric Information? The Evolution of Mechanisms in Online Markets," Retrieved February 5, 2012, from http://mpra.ub.uni-muenchen.de/22506/
  4. Bajari, P.,Hortaçsu, A.(2004).Economic Insights from Interest Auctions.Journal of Economics Literature,47(3),457-486.
  5. Baye, Michael R.(Ed.)(2002).The Economics of the Internet and E-commerce.Amsterdam:Elsevier Science.
  6. Bolton, G. E.,Katok, E.,Ockenfels, A.(2004).Trust among Internet Traders: A Behavioral Economics Approach.Analyse und Kritik,26,185-202.
  7. Budis, E. B.,Takeyama, L. N.(2001).Buy Prices in Online Auctions: Irrationality on the Internet?.Economics Letters,72(3),325-333.
  8. Cabral, L.,Hortaçsu, A.(2010).The Dynamics of Seller Reputation: Evidence from eBay.The Journal of Industrial Economics,58(1),54-78.
  9. Cho, I. K.,Kreps, D. M.(1987).Signaling Games and Stable Equilibria.Quarterly Journal of Economics,102(2),179-221.
  10. Cho, I. K.,Sobel, J.(1990).Strategic Stability and Uniqueness in Signaling Games.Journal of Economic Theory,50(2),381-413.
  11. Cohen, Adam(2002).The Perfect Store: Inside eBay.Boston:Little Brown & Company.
  12. Dellarocas, C.(2003).Efficiency through Feedback-contingent Fees and Rewards in Auction Marketplaces with Adverse Selection and Moral Hazard.EC '03: Proceedings of the 4th ACM Conference on Electronic Commerce, San Diego, California, USA, June 9-12, 2003,New York, N.Y.:
  13. Dellarocas, C.(2003).The Digitization of World-of-mouth: Promise and Challenges of Online Feedback Mechanisms.Management Science,49(10),1407-1424.
  14. Dellarocas, C.(2005).Reputation Mechanism Design in Online Trading Environments with Pure Moral Hazard.Information Systems Research,16(2),209-230.
  15. Diamond, D. W.(1989).Reputation Acquisition in Debt Markets.Journal of Political Economy,97(4),828-862.
  16. Fudenberg, D.,Tirole, J.(1991).Game Theory.Cambridge:MIT Press.
  17. Kohlberg, E.,Mertens, J. L.(1986).On the Strategic Stability of Equilibria.Econometrica,54(5),1003-1037.
  18. Kreps, D. M.,Wilson, R.(1982).Reputation and Imperfect Information.Journal of Economic Theory,27(2),253-279.
  19. Kreps, D. M.,Wilson, R.(1982).Sequential Equilibrium.Econometrica,50(4),863-894.
  20. Livingston, J.(2005).How Valuable Is a Good Reputation? A Sample Selection Model of Internet Auctions.Review of Economics and Statistics,87(3),453-465.
  21. Lucking-Reiley, D.,Bryan, D.,Prasad, N.,Reeves, D.(2007).Pennies from eBay: The Determinants of Price in Online Auctions.The Journal of Industrial Economics,55(2),223-233.
  22. Lyudyno, G.,Sarangi, S.(2004).e-Honesty: When Does It Pay?.Netnomics,6(3),209-219.
  23. Mailath, G. J.,Samuelson, L.(2006).Repeated Games and Reputations: Long-run Relationships.New York:Oxford University Press.
  24. Mathews, T.,Katzman, B.(2006).The Role of Varying Risk Attitudes in an Auction with a Buyout Option.Economic Theory,27(3),597-613.
  25. Selten, R.(1978).The Chain Store Paradox.Theory and Decision,9(2),127-159.
  26. Spence, M.(1973).Job Market Signaling.Quarterly Journal of Economics,87(3),355-374.
  27. Sulin, B.,Whinston, A. B.,Zhang, H.(2003).Building Trust in Online Auction Markets through an Economic Incentive Mechanism.Decision Support Systems,35(3),273-286.
  28. Van Damme, E.(1991).Stability and Perfection of Nash Equilibria.Berlin:Springer-Verla.