Game Theory In The Social Sciences: Concepts and Solutions by Martin ShubikGame Theory In The Social Sciences: Concepts and Solutions by Martin Shubik

Game Theory In The Social Sciences: Concepts and Solutions

byMartin Shubik

Paperback | January 30, 1985

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Winner of the 1983 Lanchester Prize of the Operations Research Society of AmericaThis book by a recognized authority on game theory and its applications introduces social scientists in a variety of disciplines to this powerful methodology. The emphasis throughout is on the empirical approach to model building and testing within the context of real-world situations.

The second volume of Game Theory in the Social Sciences, A Game Theoretic Approach to Political Economy was published by The MIT Press in 1984.

Martin Shubik is Seymour Knox Professor of Mathematical Institutional Economics (Emeritus) at Yale University's Cowles Foundation and School of Management.
Title:Game Theory In The Social Sciences: Concepts and SolutionsFormat:PaperbackDimensions:528 pages, 9 × 6 × 1.2 inPublished:January 30, 1985Publisher:The MIT Press

The following ISBNs are associated with this title:

ISBN - 10:0262690918

ISBN - 13:9780262690911

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From Our Editors

The objective of this work is to develop a fruitful application of the mathematical theory of games to the subject matter of general economic theory in particular and to suggest other applications to the behavioral sciences in general.

Editorial Reviews

Game Theory in the Social Sciences is what the game theory world has been waiting for for the last 25 years. Since the publication of Games and Decisions by Luce and Raiffa in 1957 there has been no book directed specifically at the social scientist that surveys this exciting and dynamic field that underlies so much of today's economic and political theory. Shubik outlines the methods and tools of modern game theory in a way that is comprehensible even to those with very little mathematical training. There are many examples ample discussion of conceptual questions and clear indications of the applications. In short it is bound to become a classic....-Robert Aumann, Institute of Mathematics and Computer Science, The Hebrew University of Jerusalem