In this paper we show that Puu (2002) does not provide a stable solution to the location game, according to his own definition of stability. If the usual two-stage game is considered, where in the first stage a location is chosen once and forever, and in the second stage prices are determined, the equilibrium proves stable for a sizeable interval of parameters, however. Even though this procedure is most common in analyzing Hotelling's location problem, it is not satisfying because it exhibits an inconsistent informational structure. The search for a better concept of stability is imperative.Hotelling's main street; Instability of equilibrium
We investigate a mixed duopoly market by introducing quality choice into the Hotelling-type spatial ...
We consider consumers with the same reservation price, who desire to buy at most one unit of a good....
We develop a theoretical framework to study the location-price competition in a Hotelling-type netwo...
In this paper, we consider the pure strategy Nash equilibria of generalized Hotelling’s location gam...
We study the location equilibrium in Hotelling's model of spatial competition. As d'Aspremont et al,...
This paper considers a generalization of the Hotelling model of spatial competition. It is shown tha...
We provide a comparison of the location equilibria in a duopoly model under three alternative soluti...
We consider two scenarios of the Hotelling-Downs model of spatial competition. This setting has typi...
The Hotelling game of pure location allows interpretations in spatial competition, political theory,...
The Hotelling game of pure location allows interpretations in spatial competition, political theory,...
We introduce a cost of location into Hotelling’s (1929) spatial duopoly. We derive the general condi...
In Hotelling Revisits the Lab: Equilibration in Continuous and Discrete Time we investigate experime...
In this paper we expand the standard Hotelling-Downs model of spatial competition to a setting where...
In this paper, we try to analyse the optimal location choice in a standard game of horizontal differ...
The Hotelling model is the workhorse model in the study of spatial competition since it was first pr...
We investigate a mixed duopoly market by introducing quality choice into the Hotelling-type spatial ...
We consider consumers with the same reservation price, who desire to buy at most one unit of a good....
We develop a theoretical framework to study the location-price competition in a Hotelling-type netwo...
In this paper, we consider the pure strategy Nash equilibria of generalized Hotelling’s location gam...
We study the location equilibrium in Hotelling's model of spatial competition. As d'Aspremont et al,...
This paper considers a generalization of the Hotelling model of spatial competition. It is shown tha...
We provide a comparison of the location equilibria in a duopoly model under three alternative soluti...
We consider two scenarios of the Hotelling-Downs model of spatial competition. This setting has typi...
The Hotelling game of pure location allows interpretations in spatial competition, political theory,...
The Hotelling game of pure location allows interpretations in spatial competition, political theory,...
We introduce a cost of location into Hotelling’s (1929) spatial duopoly. We derive the general condi...
In Hotelling Revisits the Lab: Equilibration in Continuous and Discrete Time we investigate experime...
In this paper we expand the standard Hotelling-Downs model of spatial competition to a setting where...
In this paper, we try to analyse the optimal location choice in a standard game of horizontal differ...
The Hotelling model is the workhorse model in the study of spatial competition since it was first pr...
We investigate a mixed duopoly market by introducing quality choice into the Hotelling-type spatial ...
We consider consumers with the same reservation price, who desire to buy at most one unit of a good....
We develop a theoretical framework to study the location-price competition in a Hotelling-type netwo...