Abstract We consider the standard model of spatial Cournot competition and show that for dispersion equilibria to exist, (a) a necessary condition is that the distribution be not unimodal, and (b) a sufficient condition is that the distribution be convex with a unique antimode and that asymmetry is not too strong.

Dispersion equilibria in spatial Cournot competition

BENASSI, CORRADO
2014

Abstract

Abstract We consider the standard model of spatial Cournot competition and show that for dispersion equilibria to exist, (a) a necessary condition is that the distribution be not unimodal, and (b) a sufficient condition is that the distribution be convex with a unique antimode and that asymmetry is not too strong.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/277914
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