Topics in Mathematical Economics and Game Theory : Essays in Honor of Robert J.Aumann
Book Details
Format
Hardback or Cased Book
Book Series
Fields Institute Communications
ISBN-10
0821805258
ISBN-13
9780821805251
Publisher
American Mathematical Society
Imprint
American Mathematical Society
Country of Manufacture
US
Country of Publication
GB
Publication Date
Oct 30th, 1999
Print length
291 Pages
Weight
729 grams
Product Classification:
Game theory
Ksh 17,800.00
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0 in stock
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Offers a collection of essays in mathematical economics and game theory, including research on noncooperative game theory and its foundations, bargaining theory, and general equilibrium theory. This volume illustrates the wide range of applications of mathematics to economics, game theory, and social choice.
Since the publication of ""Theory of Games and Economic Behavior"" by von Neumann and Morgenstern, the concept of games has played an increasing role in economics. It also plays a role of growing importance in other sciences, including biology, political science, and psychology. Many scientists have made seminal advances and continue to be leaders in the field, including Harsanyi, Shapley, Shubik, and Selten. Professor Robert Aumann, in addition to his important contributions to game theory and economics, made a number of significant contributions to mathematics.This volume provides a collection of essays in mathematical economics and game theory, including cutting-edge research on noncooperative game theory and its foundations, bargaining theory, and general equilibrium theory. Also included is a reprint of Aumann''s classic paper, ''Acceptable Points in General Cooperative $n$-Person Games'' and of the oft-cited, yet hard to find, paper by Maschler, ''The Worth of a Cooperative Enterprise to Each Member''. This book illustrates the wide range of applications of mathematics to economics, game theory, and social choice. The volume is dedicated to Professor Robert J. Aumann, Hebrew University, Jerusalem, Israel, for his contributions in mathematics and social sciences.
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