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基于专业化递增报酬的分工理论:一种微观经济学方法 专著

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  社会科学文献出版社  2019-07 出版
ISBN:978-7-5097-6214-1

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《基于专业化递增报酬的分工模型:一种微观经济方法》,本书系杨小凯的博士论文,迄今尚未正式出版过。《杨小凯学术文库》将首次对其进行出版。该书原文为英文,由杨小凯的学生张永生翻译,本书拟出中英文合订本。自由市场制度在给定市场结构和制度安排下具有配置资源的功能。我在本文还探索了其另外两种功能:第一种是它能够搜寻有效率的市场结构;第二种功能是,它还能够搜寻有效率的制度安排。
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  • 再版说明
  • 文前辅文
  • 翻译和出版说明
  • 致谢
  • 摘要
  • 文前辅文
  • INFORMATION TO USERS
  • PLEASE NOTE
  • ACKNOWLEDGEMENTS
  • AN ABSTRACT OF THE DISSERTATION
  • 图目录
  • 表目录
  • LIST OF FIGURES
  • LIST OF TABLES
  • 第1章 绪论
  • 第2章 贸易依存度、市场结构与交易效率之间的关系
    1. 2.1 引言
    2. 2.2 有交易费用的模型
    3. 2.3 分工的均衡水平
    4. 2.4 比较静态分析
    5. 2.5 结论
  • 第3章 发展、结构变迁与城市化
    1. 3.1 引言
    2. 3.2 三产品模型
    3. 3.3 个人最优决策
    4. 3.4 市场与均衡的候选解(角点均衡)
    5. 3.5 帕累托最优角点均衡
    6. 3.6 均衡与帕累托最优之间的关系
    7. 3.7 均衡与比较静态分析
    8. 3.8 结论
  • 第4章 经济增长的微观经济机制
    1. 4.1 引言
    2. 4.2 动态模型
    3. 4.3 市场与动态角点均衡
    4. 4.4 时期J的动态均衡
    5. 4.5 均衡的演进
    6. 4.6 对模型的评论
    7. 4.7 结论
  • 第5章 制度发展模型
    1. 5.1 引言
    2. 5.2 模型
    3. 5.3 个人最优决策
    4. 5.4 均衡
    5. 5.5 比较静态分析
    6. 5.6 对模型的评论
    7. 5.7 结论
  • 附录
    1. 附录A 命题1的证明
    2. 附录B 角点均衡与限定的帕累托最优
    3. 附录C 证明(I-A)N=B的解为正
    4. 附录D 第3章命题9的数学证明
    5. 附录E 命题11的证明
    6. 附录F 命题15与第5章中比较静态分析的数学证明
  • 1. INTRODUCTION
  • 2. THE RELATIONSHIP BETWEEN TRADE DEPENDENCE,MARKET STRUCTURE,AND TRANSACTION EFFICIENCY
    1. 2.1 INTRODUCTION
    2. 2.2 A MODEL WITH TRANSACTION COSTS
    3. 2.3 THE EQUILIBRIUM LEVEL OF DIVISION OF LABOR
    4. 2.4 COMPARATIVE STATICS
    5. 2.5 CONCLUSIONS
  • 3. DEVELOPMENT,STRUCTURAL CHANGE,AND URBANIZATION
    1. 3.1 INTRODUCTION
    2. 3.2 A MODEL WITH THREE GOODS
    3. 3.3 THE INDIVIDUAL OPTIMAL DECISION
    4. 3.4 THE MARKETS AND CANDIDATES FOR EQUILIBRIUM(CORNER EQUILIBRIA)
    5. 3.5 THE PARETO OPTIMUM CORNER EQUILIBRIUM
    6. 3.6 THE RELATIONSHIP BETWEEN THE EQUILIBRIUM AND THE PARETO OPTIMUM
    7. 3.7 EQUILIBRIUM AND ITS COMPARATIVE STATICS
    8. 3.8 CONCLUSIONS
  • 4. A MICROECONOMIC MECHANISM OF ECONOMIC GROWTH
    1. 4.1 INTRODUCTION
    2. 4.2 A DYNAMIC MODEL
    3. 4.3 MARKETS AND DYNAMIC CORNER EQUILIBRIUM
    4. 4.4 DYNAMIC EQUILIBRIUM IN PERIOD J
    5. 4.5 THE EVOLUTION OF EQUILIBRIUM
    6. 4.6 COMMENTS ON THE MODEL
    7. 4.7 CONCLUSIONS
  • 5. AN APPROACH TO MODELING INSTITUTIONAL DEVELOPMENT
    1. 5.1 INTRODUCTION
    2. 5.2 THE MODEL
    3. 5.3 INDIVIDUAL OPTIMAL DECISIONS
    4. 5.4 EQUILIBRIUM
    5. 5.5 COMPARATIVE STATICS
    6. 5.6 REMARKS ON THE MODEL
    7. 5.7 CONCLUSIONS
  • Appendix A
    1. A PROOF TO PROPOSITION 1
  • Appendix B
    1. CORNER EQUILIBRIUM AND THE RESTRICTED PARETO OPTIMUM
  • Appendix C
    1. THE POSITIVENESS OF SOLUTIONS OF (I-A) N=B
  • Appendix D
    1. THE ALGEBRA TO SHOW PROPOSITION 9 IN CHAPTER 3
  • Appendix E
    1. A PROOF TO PROPOSITION 11
  • Appendix F
    1. THE ALGEBRA TO SHOW PROPOSITION 15 AND COMPARATIVE STATICS IN CHAPTER 5
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