Article ID Journal Published Year Pages File Type
1139364 Mathematics and Computers in Simulation 2015 12 Pages PDF
Abstract

Defining a micro-economics-based demand structure of differentiated products, we analyse the conditions for stability of the Cournot–Nash and the Bertrand–Nash equilibria. We find that, in the presence of both complements and substitute goods, the stability of the Nash equilibrium increases when goods tend to be independent. Moreover, the Nash equilibrium is also more stable under quantity competition than under price competition, regardless of whether goods are complements or substitutes.

Related Topics
Physical Sciences and Engineering Engineering Control and Systems Engineering
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