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The Classical Cournot Model

In: Nonlinear Oligopolies

Author

Listed:
  • Gian-Italo Bischi

    (Università di Urbino “Carlo Bo”)

  • Carl Chiarella

    (University of Technology, Sydney)

  • Michael Kopel

    (University of Graz Institute of Organization and Economics of Institutions University of Graz)

  • Ferenc Szidarovszky

    (University of Arizona)

Abstract

In this chapter we will introduce the classical Cournot model, which is also known as the single-product quantity setting oligopoly model without product differentiation. In the first section of the chapter the Cournot model will be discussed as an N-firm static game and the best responses of the firms and the equilibria will be determined in a series of examples, many of which will be built upon in developing the ideas in subsequent chapters. Section 1.2 introduces the dynamic adjustment processes via which we shall assume that firms adjust output over time. We will in particular discuss expectation formation processes and adaptive adjustments and gradient adjustments. The final section will illustrate by simple examples the complexity of the dynamics that can arise in these models due to certain nonlinear features to be described below. The fundamental techniques for the global analysis of the dynamics of such models will be explained in Sect. 1.3.

Suggested Citation

  • Gian-Italo Bischi & Carl Chiarella & Michael Kopel & Ferenc Szidarovszky, 2010. "The Classical Cournot Model," Springer Books, in: Nonlinear Oligopolies, chapter 0, pages 1-49, Springer.
  • Handle: RePEc:spr:sprchp:978-3-642-02106-0_1
    DOI: 10.1007/978-3-642-02106-0_1
    as

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