城市群
基尼系数
计量经济学
泰尔指数
空间分布
趋同(经济学)
分布(数学)
核密度估计
地理
索引(排版)
中国
统计
经济地理学
数学
经济
不平等
计算机科学
经济增长
经济不平等
考古
估计员
万维网
数学分析
作者
Kai Liu,Yuting Xue,Zhongfei Chen,Yi Miao,Jialu Shi
标识
DOI:10.1016/j.scs.2022.104253
摘要
The economic spatial structure (ESS) is of paramount importance to the robust development of urban agglomerations (UAs), which requires further and deeper inquiry. This paper measures the ESS of UAs using the Herfindahl-Hirschman Index (HHI), examines its regional differences by Dagum's decomposition of the Gini coefficient, explores its distribution dynamics through kernel density estimation (KDE), and tests the convergence with the coefficient of variation (CV) and regression models. According to the results, the HHI of each UA was at a low level, showing a prominent polycentric structure composed of rising, stable, and low-level types. There were significant regional differences within and between UAs concerning ESS, and the overall difference displayed an N-shaped trend of “rising-falling-rising”, with the intensity of transvariation as a major contributor. The center and change interval of the overall distribution curve of UAs’ ESS tended to move rightward slightly over time, which was characterized by polarization. There were absolute and conditional β-convergences within and between UAs at different levels and as a whole.
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