We use a spatial general equilibrium model with potential commuting of workers between their place of work and their place of residence to analyze the effects of rush hours on the spatial allocation of employment and population, average labor productivity and the housing market. Abolishing...

In the growth context, this paper concentrates on the supply-demand determination of regional equilibrium incomes in regional goods markets as a framework for discussing the implications of competition among regions. Prices at the regional and national level are fixed so that all variables are...

Based on an approach presented by Buhr (2000), the computer simulation in this paper is concerned with the growth effects on the generation, distribution, and use of income. At first the private and public sectors, as well as the State, fix certain parameters which determine their behavior for...

Theoretical reasoning shows that spatial effects of transport cost reductions may crucially depend on market structures in the tradables sector (degree of market power, strength of economies of scale, free or no free entry). The aim of this paper is to compare empirically the effects of...

The paper shows that in a spatial price equilibrium under monopolisitc competition welfare can be increased by subsidising transport. Therefore transport can be said to exert a positive (pecuniary) externality. This is demonstrated by introducing a subsidy into a partial spatial price...

The paper presents a polycentric general equilibrium model with congestion externalities and distortionary labor taxation calibrated to fit the key empirical regularities of the regional economy and transport system of Randstad conglomeration. In line with more stylized models, marginal external...

We investigate the role of spatial frictions in search equilibrium unemployment. For that, we develop a model of the labor market in which workers? location in an agglomeration depends on commuting costs, the endogenous price of land and the value of job search and employment. We first show that...