The standard method of identifying subcenters is due to Giuliano and Small. While simple, robust and easy to apply, because it uses absolute employment density and employment cutoffs, it identifies “too few” subcenters at the metropolitan periphery. This paper presents a straight forward modification to this method aimed at remedying this weakness. The modification entails using cutoffs that decline exponentially with distance from the metropolitan center, thereby giving consideration to the employment density of a location relative to that of its locality. In urban studies, there is a long history of estimating employment density “gradients”, the exponential rate at which employment density declines with distance from the metropolitan center....
Urban spatial structure evolution, when using employment as the proxy, can be explained by the chang...
Urban spatial structure evolution, when using employment as the proxy, can be explained by the chang...
The presence of subcentres cannot be captured by an exponential function. Cubic spline functions see...
The standard method of identifying subcenters is due to Giuliano and Small. While simple, robust and...
The standard method of identifying subcenters is due to Giuliano and Small. While simple, robust and...
Increasingly, U.S. metropolitan areas are polycentric. While this is well recognized, there is littl...
We investigate employment subcenters in the Los Angeles region using’1980 Census journey-towork data...
The changes on metropolitan areas characterized by the dispersion and concentrated decentralization...
We investigate employment subcenters in the Los Angeles region using’1980 Census journey-towork data...
The changes on metropolitan areas characterized by the dispersion and concentrated decentralization ...
We investigate employment subcenters in the Los Angeles region using 1980 Census journey-to-work dat...
A well-known challenge is measuring employment concentration across metropolitan areas and analysing...
A well-known challenge is measuring employment concentration across metropolitan areas and analysing...
This dissertation consists of two essays exploring the often noted dispersion of economic activity w...
The paper presents a methodology for identifying employment subcenters, using a spatial model applie...
Urban spatial structure evolution, when using employment as the proxy, can be explained by the chang...
Urban spatial structure evolution, when using employment as the proxy, can be explained by the chang...
The presence of subcentres cannot be captured by an exponential function. Cubic spline functions see...
The standard method of identifying subcenters is due to Giuliano and Small. While simple, robust and...
The standard method of identifying subcenters is due to Giuliano and Small. While simple, robust and...
Increasingly, U.S. metropolitan areas are polycentric. While this is well recognized, there is littl...
We investigate employment subcenters in the Los Angeles region using’1980 Census journey-towork data...
The changes on metropolitan areas characterized by the dispersion and concentrated decentralization...
We investigate employment subcenters in the Los Angeles region using’1980 Census journey-towork data...
The changes on metropolitan areas characterized by the dispersion and concentrated decentralization ...
We investigate employment subcenters in the Los Angeles region using 1980 Census journey-to-work dat...
A well-known challenge is measuring employment concentration across metropolitan areas and analysing...
A well-known challenge is measuring employment concentration across metropolitan areas and analysing...
This dissertation consists of two essays exploring the often noted dispersion of economic activity w...
The paper presents a methodology for identifying employment subcenters, using a spatial model applie...
Urban spatial structure evolution, when using employment as the proxy, can be explained by the chang...
Urban spatial structure evolution, when using employment as the proxy, can be explained by the chang...
The presence of subcentres cannot be captured by an exponential function. Cubic spline functions see...