Introduction to Equilibrium Analysis
eBook - PDF

Introduction to Equilibrium Analysis

Variations on Themes by Edgeworth and Walras

  1. 232 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Introduction to Equilibrium Analysis

Variations on Themes by Edgeworth and Walras

About this book

Advanced Textbooks in Economics, Volume 6: Introduction to Equilibrium Analysis: Variations on Themes by Edgeworth and Walras focuses on the approaches developed and instituted by Edgeworth and Walras in the study of equilibrium analysis. The book first underscores exchange economies, core of a game, and large economies. Discussions focus on economies with a continuum of agents, Walras equilibrium, prices and demand, balancedness, and commodity space. The manuscript then ponders on limit theorems for the core and existence of competitive equilibria. Topics include equilibria without convexity of preferences, existence of equilibria for economies with convex preferences, individual demand, emergence of prices, asymptotic equal treatment for most, uniform boundedness of core allocations, and limit theorems for type and replica economies. The publication examines continuous, upper, and lower hemi-continuous correspondences, fixed point theorems, and separation of convex sets. The book is a vital source of data for economists and researchers interested in equilibrium analysis.

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Yes, you can access Introduction to Equilibrium Analysis by W. Hildenbrand,A. P. Kirman, C. J. Bliss,M. D. Intriligator in PDF and/or ePUB format, as well as other popular books in Business & Business Mathematics. We have over one million books available in our catalogue for you to explore.

Information

Table of contents

  1. Front Cover
  2. Introduction to Equilibrium Analysis: Variations on themes by Edgeworth and Walras
  3. Copyright Page
  4. Preface
  5. Table of Contents
  6. Chapter 1. An introductory outline
  7. Chapter 2. Exchange economies
  8. Chapter 3. The core of a game
  9. Chapter 4. Large economies
  10. Chapter 5. Limit theorems for the core
  11. Chapter 6. Existence of competitive equilibria
  12. Mathematical appendix I: Topological concepts in Rl
  13. Mathematical appendix II: Separation of convex sets
  14. Mathematical appendix III: Continuous correspondences
  15. Mathematical appendix IV: Fixed point theorems
  16. List of mathematical symbols
  17. References
  18. Author index
  19. Subject index