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Titlebook: Equilibrium Theory for Cournot Oligopolies and Related Games; Essays in Honour of Pierre von Mouche,Federico Quartieri Book 2016 Springer

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Two-Group Contests with Communication Within and Between Groups,p-proof Nash equilibrium. Such a refinement of the Nash equilibrium prescribes the same communication possibilities as those required by a coalition-proof Nash equilibrium—in the precise sense of Bernheim et al. (J Econ Theory 42:1–12, 1987)—only among the contenders of the same group and between th
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On the Nash Equilibrium of Asymmetric Public-Good Contests, players in a group may evaluate the prize of the contest differently. We prove that such an asymmetric public-good contest with a general contest success function possesses a unique pure-strategy Nash equilibrium, where the equilibrium is unique in the sense that the total expenditure of each group
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Independent or weakly interacting customers, structure of the equilibrium set . are provided. In particular, a subclass is identified for which . is a non-empty polytope on which the aggregator is constant and a subclass for which . is a 1-dimensional polytope on which the aggregator is injective.
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https://doi.org/10.1007/978-3-319-26293-2cess function possesses a unique pure-strategy Nash equilibrium, where the equilibrium is unique in the sense that the total expenditure of each group is uniquely determined. We also present some comparative statics in the model.
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Margarita Genius,Elisabetta Strazzera of different types’ equilibria. We search for the optimal transmission capacity that maximizes the social welfare, recall the previous results for a perfectly competitive two-node market and study the problem for the Cournot oligopoly.
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Przemysław Kazienko,Nitesh Chawlallison RD, Tullock G (eds) Toward a theory of the rent-seeking society. Texas A&M Press, College Station, pp 97–112). The paper also studies existence and uniqueness of equilibria extending the results of Szidarovszky and Okuguchi (Games Econ Behav 18:135–140, 1997) and Cornes and Hartley (Econ Theory 26:923–946, 2005) to patent races.
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