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Introduction to the Theory of Games

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Cover of 'Introduction to the Theory of Games'

Table of Contents

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    Book Overview
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    Chapter 1 On equilibrium of systems
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    Chapter 2 The n -person game
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    Chapter 3 Existence theorems of equilibrium points
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    Chapter 4 Special n -person games and methods to solve them
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    Chapter 5 The Scarf—Hansen algorithm for approximating and equilibrium point of a finite n -person game
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    Chapter 6 The oligopoly game
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    Chapter 7 Two-person games
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    Chapter 8 Bimatrix games
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    Chapter 9 Matrix games
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    Chapter 10 Symmetric games
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    Chapter 11 Connection between matrix games and linear programming
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    Chapter 12 Methods for solving general matrix games
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    Chapter 13 Some special games and methods
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    Chapter 14 Decomposition of matrix games
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    Chapter 15 Examples of matrix games
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    Chapter 16 Games played over the unit square
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    Chapter 17 Some special classes of games on the unit square
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    Chapter 18 Approximate solution of two-person zero-sum games played over the unit square
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    Chapter 19 Two-person zero-sum games over metric spaces
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    Chapter 20 Sequential games
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    Chapter 21 Games against nature
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    Chapter 22 Cooperative games in characteristic function form
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    Chapter 23 Solution concepts for n -person cooperative games
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    Chapter 24 Stability of pay-off configurations
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    Chapter 25 A bargaining model of cooperative games
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    Chapter 26 The solution concept of Nash for n -person cooperative games
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    Chapter 27 Examples of cooperative games
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    Chapter 28 Game theoretical treatment of multicriteria decision making problems
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    Chapter 29 Games with incomplete information
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    Chapter 30 Games with incomplete information
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Title
Introduction to the Theory of Games
Published by
Springer Netherlands, December 2012
DOI 10.1007/978-94-009-5193-8
ISBNs
978-9-40-108796-4, 978-9-40-095193-8
Authors

Szép, J., Forgó, F.