2011
DOI: 10.1111/j.1742-7363.2011.00164.x
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Mixed oligopoly, endogenous timing and mergers

Abstract: The present paper discusses endogenous timing in a mixed oligopoly model, comprising one public firm and two private firms, assuming both a merger between the two private firms and between one private and one public firm. The paper proves that although a merger between the two private firms does not change the timing of the game, a merger between the public firm and the private firm into a mixed firm could change the market structure from Stackelberg to Cournot competition.

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Cited by 9 publications
(1 citation statement)
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“…The Bertrand game is a model about price competition between players, which presents the interactions among players that make price decisions and their consumers that choose quantities at a set prices [1]. There are a lot of researches about the Bertrand game, such as equilibrium of game models [2,3], strategic choice of timing [4,5], asymmetric costs [6][7][8], and some applications to the economic problems [9]. Those above achievements are based on the assumption that players are fully rational and only desire to maximize their own profits.…”
Section: Introductionmentioning
confidence: 99%
“…The Bertrand game is a model about price competition between players, which presents the interactions among players that make price decisions and their consumers that choose quantities at a set prices [1]. There are a lot of researches about the Bertrand game, such as equilibrium of game models [2,3], strategic choice of timing [4,5], asymmetric costs [6][7][8], and some applications to the economic problems [9]. Those above achievements are based on the assumption that players are fully rational and only desire to maximize their own profits.…”
Section: Introductionmentioning
confidence: 99%