Games, Decisions, and Markets

This book critically discusses the historical backgrounds and new developments of the theories of games, decisions, and markets, with many possible applications to social and economic problems. Consisting of three connected parts, the book sheds new light on the role of merchants in the market economy under conditions of risk and uncertainty. Part I begins with the question of why and how John von Neumann and Oskar Morgenstern did joint work in game theory, namely, the theoretical study of strategic interactions among several decision makers. The duel between Sherlock Holmes and Professor Moriarty in Conan Doyle's famous detective story is recalled as a great inducement to Neumann and Morgenstern to invent zero-sum, two-person games. More general non-zero-sum games and associated Nash solutions are then discussed in relation to the generation-gap problem between a young couple and an elderly couple. Part II explores a set of very fundamental problems of individual decision making. Thetwo famous axioms of revealed preference Samuelson's weak axiom and Houthakker's axiom are skillfully connected and empirically reevaluated by the introduction of certain regularity conditions. The revealed preference approach is then extended from the original commodity space to the dual price space. Such dual treatment in microeconomics is further applied to the theory of cost and production, with the decomposition of the total factor price effect into the substitution and scale effects. Part III turns the reader's attention to the interdependence of several markets. The almost forgotten HicksMorishima approach is newly revived with graphical illustrations of traded goods. The well-known JonesKemp approach to international trade is boldly expanded into the world of risk and uncertainty. Some striking results in comparative static analysis are derived, with favorable implications for the real world.

Offers a comprehensive approach to games, decision making, and markets Sheds new light on the role of merchants in the market economy under risk and uncertainty Discusses historical backgrounds and new developments, with instructive illustrations

Auteur

Yasuhiro Sakai was born in Osaka, Japan. After graduating from Kobe University, he continued his graduate study at University of Rochester, on the shore of Lake Ontario, U.S.A. He received his Ph.D. from University of Rochester, with Professor Lionel W. McKenzie being his academic advisor. While he was teaching Microeconomics and General Equilibrium Theory at University of Pittsburgh, he happened to get good advice from Professor Oskar Morgenstern, a pioneer of Game Theory. After his rather long stay in the United States, he returned to Japan, the Land of the Rising Sun, and extended his research area to Applied Economics including Regional Science and Economics of Uncertainty. He got teaching jobs at so many universities and institutions such as Hiroshima University, University of Tsukuba, Shiga University, and Ryukoku University. He served as President of Japanese Regional Economic Association, receiving Society Award for Outstanding Achievement from that association. He was also appointed as Member of Science Counsel of Japan.

Contenu
Part Games.- Chapter 1. Von Neumann, Morgenstern, and Theory of Games : Critical Reassessment of Zero-Sum Games.- Chapter 2. Reassessing Zero-Sum Games : Various Types of Matching Pennies.- Chapter 3. Non-Zero-Sum Games and Nash Equilibriums : Applications to Generation Gaps Problems.- Part Decisions.- Chapter 4. Consumer Decisions and Revealed Preference : Reevaluating Samuelson's Foundations of Economic Analysis.- Chapter 5. Revealed Favorability and Indirect Utility : A Modern Approach.- Chapter 6. Producer Decision and Input Demand Theory : An Axiomatic Approach.- Chapter 7. Substitution and Expansion Effects in Production : The General Case of Joint Production.- Part Markets.- Chapter 8. Interdependence of Several Markets : The Hicks-Morishima Approach Reconsidered.- Chapter 9. International Trade under Risk : Comparative Static Analysis.