fengyuhu
博弈模型及其在经济中的应用
https://bbs.pinggu.org/viewthread.php?tid=26099&page=1#pid161270

post1001
博议论精彩讲稿！
https://bbs.pinggu.org/viewthread.php?tid=48063&page=1#pid288279

post1001
《博弈游戏》
https://bbs.pinggu.org/viewthread.php?tid=48531&page=1#pid291290
本书的部分章节会以有趣的谜题作为开端，由简单到复杂，由理论到现实，并通过在不同情形下的决策和竞争等实例，来了解已知事实的个人决策：并在此基础上，通过组织、国家博弈的案例，来解释多人、多重标准的决策过程。在这个过程中，我们不但可以了解人类理性决策的原则，也可以发现人类理性中的某些难以解决的问题。

　博弈是一种策略的相互依存状况，你的选择将会得到什么结果，取决于另一个或者另一群有目的的行动者的选择。人生是永不停息的博弈过程。著名经济学家保罗·萨谬尔森说：“要想在现代社会做一个有文化的人，你必须对博弈论有一个大致了解。”
　　游戏是人生的抽象。人就是在游戏中学会怎样生活、怎样与他人相处、怎样适应并利用世界上的种种规则，并在这个过程中确立自己的人格。通过“囚徒困境”“约会游戏”“枪手决斗”“美女老虎”等一次次令人兴奋、充满乐趣的游戏历险，你会发现生活的真实逻辑，以及可以应用于方方面面的具有普遍意义的策略原则。
　白波：36岁，笔名余白，做过电台、杂志编辑，专栏作家。自1985年开始，在大陆、港台地区发表各类作品二百余万字，出版专著多部，较有影响的著作有《世界是个寓言》、《马太效应》、《完美圈套》和《博弈游戏》等。

Geek
规制理论论文 3
https://bbs.pinggu.org/viewthread.php?tid=34380&page=1#pid201638

郎门走狗
信息经济学课件
https://bbs.pinggu.org/viewthread.php?tid=26966&page=1#pid166952

miaokong
不完全价格信息下的非合作共谋
https://bbs.pinggu.org/viewthread.php?tid=20499&page=1#pid126743

followmind 提供 拍卖理论
Paul Klemperer 的Auctions: Theory and Practice
https://bbs.pinggu.org/viewthread.php?tid=32576&page=1#pid195722

[此贴子已经被作者于2006-2-11 0:00:30编辑过]

Harsanyi 的3篇论文 感谢网友econcoffee
https://bbs.pinggu.org/viewthread.php?tid=65292&page=1#pid409529

Game theory and decision theory by Hanson, UC 感谢网友adelinejk
https://bbs.pinggu.org/viewthread.php?tid=36082&page=1#pid213810

Finance Application of Game Theory 感谢网友nocturne
https://bbs.pinggu.org/viewthread.php?tid=40603&page=1#pid241081

Game Theory Marciano Siniscalchi 感谢网友seed1122
https://bbs.pinggu.org/viewthread.php?tid=48302&page=1#pid289684

Mckenzie - Stanford Ency 2002 - Evolutionary Game Theory 感谢网友nocturne
https://bbs.pinggu.org/viewthread.php?tid=40602&page=1#pid241080
Business - Game Theory - Using Game Theory To Shape Strategy
https://bbs.pinggu.org/viewthread.php?tid=40604&page=1#pid241084

[此贴子已经被作者于2006-1-25 18:04:03编辑过]

博弈论入门 感谢网友allenchow83
https://bbs.pinggu.org/viewthread.php?tid=64260&page=1#pid402882

泰诺尔的总共22篇论文 感谢网友sunqjy
https://bbs.pinggu.org/viewthread.php?tid=18059&page=1#pid110308

王则柯：新编博弈论平话 感谢网友hupichi
https://bbs.pinggu.org/viewthread.php?tid=42991&page=1#pid255841

博弈游戏 感谢网友toman
https://bbs.pinggu.org/viewthread.php?tid=30330&page=1#pid185115

股市博弈论 感谢网友mba2008
https://bbs.pinggu.org/viewthread.php?tid=62805&page=1#pid393982

James Miller Game Theory at Work 由网友cluo翻译
https://bbs.pinggu.org/viewthread.php?tid=66363&page=1#pid416340

博弈算法-并行算法 感谢网友huhuaping01
https://bbs.pinggu.org/viewthread.php?tid=38222&page=1#pid226404

纳什博弈论论文集 感谢网友无色狼
https://bbs.pinggu.org/viewthread.php?tid=15482&page=1#pid93390
Chatterjee and Samuelson: Applications of Game Theory Part I 感谢网友luchs

Franklin Allen and Stephen Morris: Finance Applications of Game Theory
https://bbs.pinggu.org/viewthread.php?tid=15583&page=1#pid93937

Digital Goods and the New Economy(Danny Quah) 感谢网友kankenshin

https://bbs.pinggu.org/viewthread.php?tid=3997&page=1#pid19620

博奕论　博奕论小论　经济博奕论 感谢网友qiuwen
https://bbs.pinggu.org/viewthread.php?tid=31012&page=1#pid188555

[此贴子已经被作者于2006-1-24 21:11:01编辑过]

Myerson的部分论文 感谢网友johnzhiyong
Myerson77、78年论文

38245.rar
大小:(1.68 MB)

 马上下载

Myerson86、91、95、05年博弈论论文

38247.rar
大小:(2.85 MB)

 马上下载

迈克尔.波特 《竞争战略》 感谢网友阿来
https://bbs.pinggu.org/viewthread.php?tid=57072&page=1#pid354242

纳什博弈论论文集
https://bbs.pinggu.org/viewthread.php?tid=2632&page=1#pid13612

策略理性模型_泽尔滕
https://bbs.pinggu.org/viewthread.php?tid=2304&page=1#pid11736

博弈计算软件Gambit下载 感谢网友Newton
Developed by: Richard D. McKelvey
Main Programmer: Theodore Turocy
Front End: Eugene Grayver

California Institute of Technology
Fri Feb 28 14:52:54 1997.
Version 0.94

Part of the Gambit Project:
Richard D. McKelvey and Andrew McLennan, PI's
Funding provided by the National Science Foundation
https://bbs.pinggu.org/viewthread.php?tid=64673&page=1#pid405795

Francesco Squintani的非竞争博弈理论 感谢网友huhuaping01
https://bbs.pinggu.org/viewthread.php?tid=38779&page=1#pid229715

game theory handbook 感谢网友stoneboy81
https://bbs.pinggu.org/viewthread.php?tid=12194&page=1#pid69286

[此贴子已经被作者于2006-3-5 10:50:02编辑过]

经济史中的博弈论 感谢网友yoyoyo
https://bbs.pinggu.org/viewthread.php?tid=21477&page=1#pid133609

dynamic and learning 感谢网友sdfu
这是德州的Max Stinchcombe 教授的讲义，下面是目录

1. Introduction.
2. Sequence Spaces: These are the crucial mathematical constructs for the limit
theorems that are behind learning theory. Deterministic dynamic systems give
rise to points in sequence spaces, statistical learning and stochastic process
theory can be studied as probabilities on sequence spaces.
3. Metric Spaces:
(a) Completeness, the metric completion theorem.
(b) Constructing R and Rk.
Detour: the contraction mapping theorem; stability conditions for
deterministic dynamic systems; exponential convergence to the unique
ergodic distribution of a nite, communicating Markov chain; theexistence and uniqueness of a

value function for discounted dynamic
programming.
(c) Compactness.
Detour: Berge's theorem of the maximum; continuity of value functions;
upper-hemicontinuity of solution sets and equilibrium sets.
(d) Fictitious play and Cesaro (non-)convergence in Rk.
4. Probabilities of elds and - elds:
(a) Finitely additive probabilities are not enough.
Detour: money pumps and nitely additive probabilities; countably
additive extensions on compacti cations, [25].
(b) Extensions of probabilities through the metric completion theorem.
Detour: weak and norm convergence of probabilities on metric
spaces; equilibrium existence and equilibrium re nement for compact
metric space games.
Detour: convergence to Brownian motion; a.e. continuous functions
of weakly convergent sequences; limit distributions based on
Brownian motion functionals, [6].
(c) The Borel-Cantelli lemmas.
(d) The tail - eld and the 0-1 law.
(e) Conditional probabilities, the tail - eld, and learnability.
(f) The martingale convergence theorem.
5. Learning in games.
(a) Kalai and Lehrer [14] through Blackwell and Dubins' merging of opinions
theorem, Nachbar's [18] response.
(b) Hart and Mas-Colell's [10] convergence to correlated equilibria through
Blackwell's [4] approachability theorem.
(c) Self-con rming equilibria [9] of extensive form games.
(d) The evolution of conventions, Young [28] and KMR [16] approaches, Bergin's
[2] response.
(e) Evolutionary dynamics and strategic stability [20].

https://bbs.pinggu.org/viewthread.php?tid=39234&modthreadkey=3c3a769c4833ec6fb49d786a57279485

纳什均衡和经济理论史 cluo翻译
https://bbs.pinggu.org/viewthread.php?tid=60260&page=1#pid377175

数学博弈与游戏 感谢网友chenjj
https://bbs.pinggu.org/viewthread.php?tid=73140&page=1#pid455353

进化对策论：理论、模型与应用 感谢网友lawecon
https://bbs.pinggu.org/viewthread.php?tid=22071&page=1#pid136626