Regionalization refers to the design of areal zones by spatially aggregating smaller units into larger clusters. Algorithms to conduct regionalization typically require the desired number of clusters to be specified a priori, though a reasonable number is not always clear. Therefore, a heuristic is proposed to endogenously determine the number of clusters in a supervised setting (i.e., model-driven) by balancing the fit of a spatial model and the average area of clusters used as input. The heuristic is applied in a spatial interaction modeling context and a workflow is presented for integrating regionalization algorithms into larger spatial analysis frameworks
uster ve to number of clusters, and assign unknown patterns to known clusters without losing any inf...
An algorithm for delineating maximally heterogeneous planning regions is formulated, tested, and app...
The region aggregation problem is one of selecting, from the region of interest, that sub-set of gri...
This paper reviews almost four decades of contributions on the subject of supervised regionalization...
This paper reviews almost four decades of contributions on the subject of supervised regionalization...
This paper reviews almost four decades of contributions on the subject of supervised regionalization...
This paper reviews almost four decades of contributions on the subject of supervised regionalization...
This paper reviews almost four decades of contributions on the subject of supervised regionalization...
In region building, different models of cluster analysis conform to different theoretical spatial st...
Background: The appropriate resolution of a zone system is key to the development of any transport m...
In this paper, we introduce a new spatially constrained clustering problem called the max-p-regions ...
Spatial interaction models commonly use discrete zones to represent locations. The computational req...
In spatial regression models, spatial heterogeneity may be considered with either continuous or disc...
A process of automatic regionalization based on internal migration flows. To regionalize a territor...
A process of automatic regionalization based on internal migration flows. To regionalize a territor...
uster ve to number of clusters, and assign unknown patterns to known clusters without losing any inf...
An algorithm for delineating maximally heterogeneous planning regions is formulated, tested, and app...
The region aggregation problem is one of selecting, from the region of interest, that sub-set of gri...
This paper reviews almost four decades of contributions on the subject of supervised regionalization...
This paper reviews almost four decades of contributions on the subject of supervised regionalization...
This paper reviews almost four decades of contributions on the subject of supervised regionalization...
This paper reviews almost four decades of contributions on the subject of supervised regionalization...
This paper reviews almost four decades of contributions on the subject of supervised regionalization...
In region building, different models of cluster analysis conform to different theoretical spatial st...
Background: The appropriate resolution of a zone system is key to the development of any transport m...
In this paper, we introduce a new spatially constrained clustering problem called the max-p-regions ...
Spatial interaction models commonly use discrete zones to represent locations. The computational req...
In spatial regression models, spatial heterogeneity may be considered with either continuous or disc...
A process of automatic regionalization based on internal migration flows. To regionalize a territor...
A process of automatic regionalization based on internal migration flows. To regionalize a territor...
uster ve to number of clusters, and assign unknown patterns to known clusters without losing any inf...
An algorithm for delineating maximally heterogeneous planning regions is formulated, tested, and app...
The region aggregation problem is one of selecting, from the region of interest, that sub-set of gri...