Fr. 75.00

Game Theory and Economic Analysis - A Quiet Revolution in Economics

English · Paperback / Softback

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Description

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This book presents the huge variety of current contributions of game theory to economics. The impressive contributions fall broadly into two categories. Some lay out in a jargon free manner a particular branch of the theory, the evolution of one of its concepts, or a problem, that runs through its development. Others are original pieces of work that are significant to game theory as a whole. After taking the reader through a concise history of game theory, the contributions include such themes as: *the connections between Von Neumann's mathematical game theory and the domain assigned to him today *the strategic use of information by game players *the problem of the coordination of strategic choices between independent players *cooperative games and their place within the literature of games plus new developments in non-cooperative games *possible applications for game theory in industrial and financial economics differential qualitative games and entry dissuasion.

List of contents

Introduction PART I Historical insight 1 Von Neumann and Morgenstern in historical perspective 2 Rupture versus continuity in game theory: Nash versus Von Neumann and Morgenstern PART II Theoretical content 3 Bluff and reputation 4 An appraisal of cooperative game theory 5 The coalition concept in game theory 6 Do Von Neumann and Morgenstern have heterodox followers? 7 From specularity to temporality in game theory PART III Applications 8 Collective choice mechanisms and individual incentives 9 Team models as a framework to analyze coordination problems within the firm

About the author

Christian Schmidt is Professor at the University of Paris-Dauphine. He has recently published La théorie des jeux: essai d’interprétation (PUF, 2001).

Summary

This book presents the huge variety of current contributions of game theory to economics. The reader is taken through a concise history of game theory and exposed to original pieces of work that are significant to game theory as a whole.

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