In an industry where firms compete via supply functions, the set of equilibrium outcomes is large. If decreasing supply functions are ruled out, this set is reduced significantly, but remains large. Specifically, the set of prices that can be sustained by supply function equilibria is the interval between the competitive price and the Cournot price. In sharp contrast, when the number of firms is above a threshold we identify (e.g., three if demand is linear), only the Cournot outcome can be sustained by a coalition-proof supply function equilibrium.Publicad
We study the efficiency of oligopoly equilibria in a model where firms compete over capacities and p...
We compare the aggregate profit achieved at a Cournot equilibrium to the maximum possible, which wou...
In the context of an infinitely repeated oligopoly game, we study collusion among firms that simulta...
In an industry where firms compete via supply functions, the set of equilibrium outcomes is large. I...
In an industry where firms compete via supply functions, the set of equilibrium outcomes is large. I...
Whereas in the absence of capacity constraints the Cournot outcome is the unique coalition-proof sup...
We propose a comprehensive concept of oligopolistic equilibrium, allowing for a parametrized continu...
In this paper, we formalize a prediction of Klemperer and Meyer (1989) as to the possibility that i...
We show that the standard argument according to which supply function equilibria rank intermediate b...
We show that the standard argument according to which supply function equilibria rank intermediatebe...
The authors model an oligopoly facing uncertain demand where each firm chooses as its strategy a "su...
We introduce a simple model of oligopolistic competition where firms first build capacity, and then,...
We introduce a simple model of oligopolistic competition where firms first build capacity, and then,...
We study the efficiency of oligopoly equilibria in a model where firms compete over capacities and p...
This study examines the properties of the downward-sloping region of the linear supply function equi...
We study the efficiency of oligopoly equilibria in a model where firms compete over capacities and p...
We compare the aggregate profit achieved at a Cournot equilibrium to the maximum possible, which wou...
In the context of an infinitely repeated oligopoly game, we study collusion among firms that simulta...
In an industry where firms compete via supply functions, the set of equilibrium outcomes is large. I...
In an industry where firms compete via supply functions, the set of equilibrium outcomes is large. I...
Whereas in the absence of capacity constraints the Cournot outcome is the unique coalition-proof sup...
We propose a comprehensive concept of oligopolistic equilibrium, allowing for a parametrized continu...
In this paper, we formalize a prediction of Klemperer and Meyer (1989) as to the possibility that i...
We show that the standard argument according to which supply function equilibria rank intermediate b...
We show that the standard argument according to which supply function equilibria rank intermediatebe...
The authors model an oligopoly facing uncertain demand where each firm chooses as its strategy a "su...
We introduce a simple model of oligopolistic competition where firms first build capacity, and then,...
We introduce a simple model of oligopolistic competition where firms first build capacity, and then,...
We study the efficiency of oligopoly equilibria in a model where firms compete over capacities and p...
This study examines the properties of the downward-sloping region of the linear supply function equi...
We study the efficiency of oligopoly equilibria in a model where firms compete over capacities and p...
We compare the aggregate profit achieved at a Cournot equilibrium to the maximum possible, which wou...
In the context of an infinitely repeated oligopoly game, we study collusion among firms that simulta...