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A Spatial Optimization Model for Delineating Metropolitan Areas

Bibliographic Data

ID22033855
AuthorsGusiyuan Wang (Beijing Normal University), Wangshu Mu (0000-0002-2171-8025, Beijing Normal University, corresponding author)
Year2024
Volume13
Issue2
Pages51
Publication date2024-02-06
Peer ReviewedYes
Open AccessYes
TypeARTICLE
VenueISPRS International Journal of Geo-Information (JOURNAL)
Journal identifiersISSN: 2220-9964 • E-ISSN: 2220-9964
PublisherMDPI AG (PUBLISHER • IT)
DOI10.3390/ijgi13020051
OpenAlexW4391566370
LanguageEN
References cited38

A metropolitan area comprises a collection of cities and counties bound by strong socioeconomic ties. Despite the pivotal role that metropolitan areas play in regional economics, their delineation remains a challenging task for researchers and urban planners. Current threshold-based delineation methods select counties based on their connection strength with prespecified core counties. Such an approach often neglects potential interactions among outlying counties and fails to identify polycentric urban structures. The delineation of a metropolitan area is fundamentally a spatial optimization problem, whose objective is to identify a set of counties with high interconnectivity while also meeting specific constraints, such as area, contiguity, and shape. In this study, we present a novel spatial optimization model designed for metropolitan area delineation. This model aims to maximize intercounty connection strength in terms of both industry and daily life. This approach ensures a more accurate representation of the multicore structure that is commonly seen in developed metropolitan areas. Additionally, our model avoids the possibility of holes in metropolitan area delineation, leading to more coherent and logical metropolitan boundaries. We provide a mixed-integer programming formulation for the proposed model. Its efficacy is demonstrated by delineating the boundaries of the Nanjing and Lhasa metropolitan areas. This study also delves into discussions and policy implications pertinent to both of these metropolitan areas

Cartography · Contiguity · Geography · Interconnectivity · Metropolitan area · Regional science · Transport engineering · Computer Science · Engineering · Urban and Freight Transport Logistics · Urban Transport and Accessibility · Wildlife-Road Interactions and Conservation · Artificial Intelligence

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