- The Circular Road Revisited: Uniqueness And Supermodularity
The model of the circular road has proved to be a popular model of oligopolistic interaction, yet its theoretical properties are not fully explored. In this paper I extend the uniqueness result of price equilibrium in the circular road with equidistant locations from quadratic transportation costs to a class of utility functions of the consumers. I show that the associated game is supermodular and dominance solvable. The paper also discusses possible extensions and limitations of the model.
|Date of creation:||Apr 1999|
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|Publication status:||Published by Ivie|
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