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Equilibrium Theory for Cournot Oligopolies and Related Games

competition and contests. The contributors present various applications of the Cournotian Equilibrium Theory, addressing topics such as equilibrium;

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Dynamic Oligopolies with Time Delays

and multiple delays. It also discusses models with linear and hyperbolic price functions in three types of oligopolies: Cournot competition;

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Nonlinear Oligopolies

uniqueness of the equilibrium of the different types of oligopolies was the main concern, and later the dynamic extensions of these models became the;

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Frontiers in Games and Dynamic Games: Theory, Applications, and Numerical Methods

to the vitality of the field. Experts cover a range of theory and applications related to games and dynamic games, with topics including;

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Non Cooperative Game Theory

This is a textbook for university juniors, seniors, and graduate students majoring in economics, applied mathematics, and related fields;

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Non-Cooperative Game Theory

This is a textbook for university juniors, seniors, and graduate students majoring in economics, applied mathematics, and related fields;

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Frontiers in Games and Dynamic Games

to the vitality of the field. Experts cover a range of theory and applications related to games and dynamic games, with topics including;

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Game Theory and Its Applications

as well as oligopolies; cooperative solution concepts; games under uncertainty; dynamic games and conflict resolution. The methodology;

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Game Theory for Applied Economics

of equilibrium: static games of complete information and Nash equilibrium, dynamic games of complete information and subgame-perfect Nash equilibrium;

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Evolutionary Games and Equilibrium Selection

The author examines the interplay between evolutionary game theory and the equilibrium selection problem in noncooperative games;

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Equilibrium and Rationality

This book represents a major contribution to game theory. It offers this conception of equilibrium in games: strategic equilibrium. This;

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Equilibrium and Rationality

This book represents a major contribution to game theory. It offers this conception of equilibrium in games: strategic equilibrium. This;

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Foundations Of Non-Cooperative Game Theory

in the normal form are presented, and strategic stability, the geometry of the Nash equilibrium correspondence, and index theory for Nash;

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Introduction To Game Theory

games, bargaining theory and evolutionary equilibrium.;

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Mathematical Game Theory and Applications

Cournot, Bertrand, Hotelling and Stackelberg as well as coverage of modern branches of game theory such as negotiation models, potential games;

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Game Theoretic Analysis

Games, Equilibrium Analysis, Cooperative Games and Axiomatic Values in static and dynamic contexts.Part 1: Non-cooperative Games and Equilibrium;

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Microeconomics

theory investigates duopoly and battle of the sexes games, assessing them with dominance and credible threats.;

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Quantal Response Equilibrium

Quantal Response Equilibrium presents a stochastic theory of games that unites probabilistic choice models developed in psychology and;

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Foundations of Game Theory

splendid monographs by E. van Damme (on the refinement of equilibrium principles for finite games), as well as those by J.e. Harsanyi and R. Selten;

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Game Theory and Exercises

is used in politics, economics, law and management. This book covers classic topics of game theory including dominance, Nash equilibrium;

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Game Theory and Exercises

is used in politics, economics, law and management. This book covers classic topics of game theory including dominance, Nash equilibrium, backward;

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Game Theory & Applications

games, stochastic games, applications of game theoretical methods in ecology and economics and methodological aspects of game theory. Special;

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Strategies & Games

in business, political science, and the law. Strategies and Games grew out of Prajit Dutta's experience teaching a course in game theory over the last;

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The History Of Game Theory, Volume 1

and Oskar Morgenstern's Theory of Games and Economic Behaviour in 1944. Since then, game-theoretic thinking about choice of strategies and the;

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The Theory of Linear Economic Models

underpinning the theory of games, linear programming, and the Neumann model of growth. He then explores such subjects as linear programming; the theory;

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The Environment and Externality

of the Cournot-Nash equilibrium as the status quo point, and the social optimum under the Lindahl weights. By introducing programming algorithms;

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The Environment and Externality

of the Cournot-Nash equilibrium as the status quo point, and the social optimum under the Lindahl weights. By introducing programming algorithms;

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