Consistent Conjectural Variations Coincide with the Nash Solution in the Meta-Model
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Consider an oligopoly of at least two producers of a homogeneous good with cost functions \(f_i=f_i(q_i)\), \(i=1,\dots ,n\), \(n\ge 2\), where \(q_i\ge 0\) is the supply by producer i. Consumers’ demand is described by a demand function \(G=G(p)\), whose argument p is the market price established by a cleared market.
- 1.Bulavsky, V.A.: Structure of demand and equilibrium in a model of oligopoly. Econ. Math. Methods (Ekonomika i Matematicheskie Metody) 33, 112–134 (1997). In RussianGoogle Scholar
- 2.Kalashnykova, N.I., Bulavsky, V.A., Kalashnikov, V.V.: Consistent conjectures as optimal nash strategies in the upper level game. ICIC Express Lett. 6(4), 965–970 (2012)Google Scholar