... that in the case of linear demand functions the problem of finding the Nash equilibria in the model of interacting Cournot markets represents a potential game, i.e., it is equivalent to a mathematical programming problem. Nonlinear demand functions linearization procedures and preferences of initial problem reduction to the potential game are discussed A model of several interacting Cournot markets is considered. The markets are named interacting because the same number of producers act on each ...
Теги: functions , mathematical programming cournot , cournot model , demand function , initial problem , linearization procedures , mathematical programming problem , nash equilibria , potential games