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國立中山大學 099學年度第1學期 課程教學大綱

中文名稱

賽局理論(二)

課號

M6042006

英文名稱

TOPICS IN GAME THEORY(II)

課程類別

講授類

必選修

選修

系所

經濟學研究所碩士班

授課教師

童永年    

學分

3

課程網頁

尚未建置

課程大綱

         1.Repeated Games
2.Bargaining
3.Moral Hazard
4.Mechanism Design
5.Information

課程目標

         對賽局理論的主要內容和研究方法作系統的討論和分析,並且引導學生將所習得的理論應用於實際經濟現象的分析

授課方式

         講授

評分方式﹝評分標準及比例﹞

        
1.Midterm Exam30%
2.Final Exam40%
3.Problem Sets30%

參考書/教科書/閱讀文獻〔請遵守智慧財產權觀念,不可非法影印〕

        
序號 作者 書名 出版社 出版年 出版地 ISBN#
1 Fudenberg D.and Tirole J. Game Theory The MIT Press 1991 Cambridge, MA, USA
2 Mas-Colell Andrew, Whinston Michael D., and Green Jerry R. Microeconomic Theory Oxford University Press 1995 NY, NY, USA
3 Osborne, Martin J. and Rubinstein, A. A Course in Game Theory The MIT Press 1994 Cambridge, MA, USA

每週課程內容及預計進度

        
週次 日期 授課內容及主題
1 2010/09/13~2010/09/19 Introduction of the Strategic form (Normal form); Mixed strategy; Existence of the Nash equilibrium; Strictly (and weakly) dominated strategy.
2 2010/09/20~2010/09/26 Revisit the dominance; Use the Cournot model as an example; Review the first order difference equation; Correlated equilibrium.
3 2010/09/27~2010/10/03 Revolutionary equilibrium; Games in extensive form; Define what a subgame is and SPE; Use the predatory game to explain the difference between N.E. and SPE.
4 2010/10/04~2010/10/10 Kuhn's theorem; Use the backward induction to solve the chain-store game and centipede game; Why weakly dominated strategy cannot be eliminated by SPE; Forward induction; Bargaining game: Ultimatum game; Alternating offer bargaining game.
5 2010/10/11~2010/10/17 Bayesian Nash equilibrium; Two examples about the information; Cournot example; Introduction of the auction model.
6 2010/10/18~2010/10/24 First price sealed-bid auction; Second price sealed-bid auction; Revenue equivalence principle; Common value auction; Introduction of the repeated game.
7 2010/10/25~2010/10/31 Payoff criteria; Define a infinitely repeated game; Nash equilibrium in the repeated game: Grim-trigger strategy and tit-for-tat strategy; Subgame perfect equilibrium of an infinitely repeated game; Introduction of the folk theorem.
8 2010/11/01~2010/11/07 Go over the problem set; The folk theorem (Nash equilibrium and Friedman's SPE).
9 2010/11/08~2010/11/14 Midterm
10 2010/11/15~2010/11/21 The folk theorem (Fudenberg and Maskin); The construction of a proper equilibrium strategy; One-deviation property; Complexity considerations in Repeated Game.
11 2010/11/22~2010/11/28 The definition of the extensive game of imperfect information; The pure strategy of a player in an extensive game; Perfect and imperfect recall; Mixed and behavioral strategy.
12 2010/11/29~2010/12/05 The consistency of the pure strategy; The outcome of the strategies; Outcome-equivalence for the mixed and behavioral strategies.
13 2010/12/06~2010/12/12 The Nash equilibrium in mixed strategies of an extensive game; Strategies and beliefs of the sequential equilibrium; Sequential equilibrium: assessment; sequentially rational; consistency.
14 2010/12/13~2010/12/19 Selten's horse; The principle of coalescing of moves; The example that the principle does not hold for the sequential equilibrium concept.
15 2010/12/20~2010/12/26 Games with observable actions: perfect Bayesian equilibrium; Spence's education model; Modeling reputation.
16 2010/12/27~2011/01/02 Continuing on modeling reputation; Refinements of the sequential equilibrium; Signaling game (beer and quiche).
17 2011/01/03~2011/01/09 Coordination game.
18 2011/01/10~2011/01/16 Final

課業討論時間

         時段1:
時間:星期三10am-12pm
地點:社4032
時段2:
時間:星期四10am-12pm
地點:社4032