2023
DOI: 10.1177/23998083231158370
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Quantifying the environmental characteristics influencing the attractiveness of commercial agglomerations with big geo-data

Abstract: Understanding the attractiveness of commercial agglomerations contributes to urban planning. Existing studies focus less on commercial agglomerations, and most directly use environmental supply factors to characterize attractiveness. This study measures attractiveness from the perspective of human demand. Specifically, we build a novel bipartite graph based on big geo-data of human mobility, using node centralities (degree, betweenness, and pagerank) to measure attractiveness. Next, we summarize multisource en… Show more

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Cited by 5 publications
(2 citation statements)
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“…There must be variations in each city's appeal or an asymmetry in the attractiveness across cities as a result of their varying levels of development [30]. As a result, cities are drawn to one another in both directions [31][32][33]. The degree to which a city attracts other nearby cities can be represented by its positive attraction, and the degree to which it accepts radiation from other nearby cities can be represented by its negative attraction.…”
Section: Construction Of a Comprehensive Gravity Modelmentioning
confidence: 99%
“…There must be variations in each city's appeal or an asymmetry in the attractiveness across cities as a result of their varying levels of development [30]. As a result, cities are drawn to one another in both directions [31][32][33]. The degree to which a city attracts other nearby cities can be represented by its positive attraction, and the degree to which it accepts radiation from other nearby cities can be represented by its negative attraction.…”
Section: Construction Of a Comprehensive Gravity Modelmentioning
confidence: 99%
“…However, these methods have limitations in capturing spatial variations because they provide non-spatialized results [39]. In overcoming this limitation, spatial analysis techniques, including spatial bivariate Moran's I and GWR, have been used [40]. For example, spatial bivariate Moran's I was used in Phoenix, Arizona, to explore the relationship between vegetation cover and seasonal surface temperature [41].…”
Section: Introductionmentioning
confidence: 99%