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Jingdong book

博弈论/诺贝尔经济学奖获得者丛书

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Jingdong book

博弈论/诺贝尔经济学奖获得者丛书

Name: 博弈论/诺贝尔经济学奖获得者丛书
Brand: Jingdong book
SKU: 3110006161
Price: 50.17 USD
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《博弈论/诺贝尔经济学奖获得者丛书》是博弈领域的两位领军人物的集大成之作，囊括了迄今为止除演化博弈之外的所有博弈论的理论和方法、代表了博弈论发展的最高水平。它不仅涵盖了博弈论的方方面面。而且几乎对每一个论题都给出了严密的数学推导和证明。本书具有以下几个特点：
第一，覆盖面广，几乎涵盖了博弈论的各个领域。
第二，有丰富的实例、精心构思的习题以及广泛的可扩展性。
第三，深入浅出，既可以满足一般读者对博弈论的了解，也可以满足爱好技术性证明的读者对于博弈论精髓的把握。
《博弈论/诺贝尔经济学奖获得者丛书》是经济学研究生和高年级本科生学习博弈论的最好教材，也是其他对博弈论有兴趣的读者的必备参考书。

Author Description

让˙梯若尔（Jean Tirole），2014年诺贝尔经济学奖得主。 1981年在麻省理工学院获得经济学博士学位。现担任法国图卢兹大学产业经济研究所科研所长，同时在巴黎大学、麻省理工学院担任兼职教授，并先后在哈佛大学、斯坦福大学担任客座教授。1984年至今担任《计量经济学》（Econometrica）杂志副主编。同时还是普纳思经济管理研究院学术委员。

朱·弗登伯格（Drew Fudenberg），哈佛大学经济系教授。1981年毕业于麻省理工学院，获得经济学博士学位，主要研究领域为博弈论和动态经济学。曾经在加州大学伯克利分校、麻省理工学院、斯坦福大学和法国图卢兹大学任教。从1982年至今，朱·弗登伯格教授一直是美国国家科学基金的主要负责人，1998年以来为美国计量经济学会委员会委员。主要著作有《博弈论》（与Jean Tirole合著）和《博弈学习理论》（与David K. Levine合著）。

Catalogue

第1篇完全信息的静态博弈
第1章策略式博弈和纳什均衡
1．1 策略式博弈和重复严格优势的介绍 
1．2 纳什均衡 
1．3 纳什均衡的存在性和性质（技术性） 
参考文献
第2章重复严格优势、可理性化和相关均衡
2．1 重复严格优势和可理性化
2．2 相关均衡 
2．3 可理性化和主观相关均衡 
参考文献
第2篇完全信息的动态博弈
第3章扩展式博弈
3．1 引言 
3．2 多阶段可观察行为博弈中的承诺和精炼
3．3 扩展式 
3．4 扩展式博弈中的策略及均衡
3．5 逆向递归法与子博弈完美 
3．6 对逆向递归法和子博弈完美均衡的批评
参考文献
第4章多阶段可观察行动博弈的应用
4．1 引言
4．2 优化条件和子博弈完美性 
4．3 重复博弈初步 
4．4 鲁宾斯坦恩斯塔尔议价模型 
4．5 简单终止博弈 
4．6 重复剔除条件优势与鲁宾斯坦恩斯塔尔议价博弈

4．7 开环和闭环均衡 
4．8 有限期和限期均衡（技术性） 
参考文献
第5章重复博弈
5．1 可观察行动的重复博弈 
5．2 有限重复博弈 
5．3 和不同的对手重复博弈 
5．4 帕累托完美和重复博弈中的抗重新谈判 
5．5 具有不完美公共信息的重复博弈 
5．6 含有不完美公共信息的名氏定理 
5．7 通过改变时期来改变信息结构 
参考文献
第3篇不完全信息的静态博弈
第6章贝叶斯博弈与贝叶斯均衡
6．1 不完全信息
6．2 例6．1：不完全信息下的公共产品供给博弈 
6．3 策略和类型 
6．4 贝叶斯均衡 
6．5 贝叶斯均衡：另一个例子 
6．6 剔除严格优势策略
6．7 用贝叶斯均衡来解释混合均衡
6．8 分布方法（技术类） 
参考文献
第7章贝叶斯博弈与机制设计
7．1 机制设计的两个例子 
7．2 机制设计和显示原理 
7．3 单个代理人的机制设计 
7．4 具有多个代理人的机制设计：可行配置、预算平衡、效率 
7．5 多代理人的机制设计：优化问题 
7．6 机制设计的其他问题 
附录 
参考文献
第4篇不完全信息的动态博弈
第8章均衡的精炼：完美贝叶斯均衡、序贯均衡和颤抖手完美性
8．1 导言
8．2 多阶段不完全信息博弈的完美贝叶斯均衡 
8．3 扩展式精炼 
8．4 策略式的精炼 
附录
参考文献
第9章声誉效应
9．1 导言 
9．2 单一长期参与人博弈 
9．3 有很多长期参与人的博弈 
9．4 单一“大”参与人对许多同时的长期对手 
参考文献
第10章不完全信息下的序贯议价
10．1 介绍
10．2 跨期价格歧视：一次销售模型 
10．3 跨期价格歧视：租赁或重复销售模型 
10．4 知情者出价 
参考文献
第5篇高级专题
第11章均衡的再精炼：稳定性、前向归纳法及重复剔除博弈论
弱优势
11．1 策略稳定性 
11．2 信号传递博弈 
11．3 前向归纳法，重复剔除弱优势，及“烧钱” 
11．4 在收益不确定性下的稳定的预测 
参考文献
第12章策略式博弈高级专题
12．1 纳什均衡的一般性质 
12．2 具有连续行动空间和不连续收益的博弈中纳什均衡的存在性 
12．3 超模博弈 
参考文献
第13章收益相关策略和马尔可夫均衡
13．1 特定类型博弈中的马尔可夫均衡 
13．2 一般博弈中的马尔可夫完美均衡：定义和性质 
492……… 13．3 微分博弈 
13．4 资本积累博弈 
参考文献
第14章共同知识和博弈
14．1 引言 
14．2 知识和共同知识 
14．3 共同知识和均衡 
14．4 共同知识，近似共同知识及均衡对信息结构的敏感性 
参考文献
译后记

Book Abstract

《博弈论/诺贝尔经济学奖获得者丛书》：
8.2节引入完美贝叶斯均衡（perfect Bayesian equilibrium，PBE）的概念。8.2.1小节以信号传递博弈中PBE的一个特殊情形作为开始。8.2.2小节将其运用到掠夺性定价上[这受启发于克雷普斯和威尔逊（Krepsand Wilson，1982b）以及米尔格罗姆和罗伯茨（Milgromand Roberts，1982b）的文章，以及运用到斯宾塞的劳动力市场信号传递博弈；熟悉这些内容和类似例子的读者可以跳过这一小节。
8.2.3小节将PBE扩展到多阶段博弈，并将其运用到例
6.1中的公共产品博弈的重复性版本上来。
PBE要比单独的贝叶斯法则施加更多的限制，因为它对于零概率事件的信念施加了一些限制。特别地，当初始信念认为类型是互相独立时，PBE要求后验信念也认为类型是互相独立的，任何两个参与人对于第三方的类型拥有相同的信念，并且如果参与人i偏离而参与人不偏离，则关于参与人j的信念要根据贝叶斯法则予以更新。
8.3节发展了序贯均衡的概念，它是为一般的扩展式博弈定义的，并且要比PBE对于零概率事件后的信念施加更多的限制。在序贯博弈中，参与人的信念就好像在每一个信息集中都有一个“颤抖”或犯错误的小概率，而且每一个信息集中的颤抖在统计上都与其他信息集中的颤抖互相独立，每一个颤抖的概率只取决于在那个信息集下可得的信息。我们讨论了促使克雷普斯和威尔逊提出他们概念的动机，并将之与多阶段博弈中的PBE相比较。我们会解释，序贯均衡要比PBE更强，除非博弈最多有两期而且每一个参与人最多有两个类型。为了说明序贯均衡的定义，我们后来又发展了PBE的一个扩展版本，它等价于一般的带有可观察行动的多阶段博弈中的序贯均衡。
8.4节描述了相关的（且在历史上更早的）基于策略式的精炼。我们集中于策略式精炼并不意味着忽略对于诸如完美性的扩展式的考虑。
……

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