2012•Southeast Europe Journal of Soft ComputingOpen access

Cournot Model of Duopoly with Incomplete Information

Mehmet Serhat CAN

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Abstract

Cournot (1838) anticipated Nash's definition of equilibrium by over a century, but only in the context of a particular model of duopoly. Not surprisingly, Cournot's work is one of the classics of game theory; it is also one of the cornerstones of the theory of industrial organization. We consider a modification of the Cournot's model with an uncertainty in the demand. We find the Bayesian Nash equilibrium of the game.

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Cournot (1838) anticipated Nash's definition of equilibrium by over a century, but only in the context of a particular model of duopoly. Not surprisingly, Cournot's work is one of the classics of game theory; it is also one of the cornerstones of the theory of industrial organization. We consider a modification of the Cournot's model with an uncertainty in the demand. We find the Bayesian Nash equilibrium of the game.

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Available abstract

Cournot (1838) anticipated Nash's definition of equilibrium by over a century, but only in the context of a particular model of duopoly. Not surprisingly, Cournot's work is one of the classics of game theory; it is also one of the cornerstones of the theory of industrial organization. We consider a modification of the Cournot's model with an uncertainty in the demand. We find the Bayesian Nash equilibrium of the game.

Key concepts: Cournot competition, Duopoly, Economics, Mathematical economics, Context (archaeology), Bayesian game, Game theory, Complete information

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