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Applying spatial clustering analysis to a township-level social vulnerability assessment in Taiwan

机译:将空间聚类分析应用于台湾乡镇社会脆弱性评估

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ABSTRACT The degree of social vulnerability may vary according to the conditions and backgrounds of different locations, yet spatial clustering phenomena may exist when nearby spatial units exhibit similar characteristics. This study applied spatial autocorrelation statistics to analyze the spatial association of vulnerability among townships in Taiwan. The vulnerability was first assessed on the basis of a social vulnerability index that was constructed using Fuzzy Delphi and analytic hierarchy process methods. Subsequently, the corresponding indicator variables were applied to calculate standardized vulnerability assessment scores by using government data. According to the results of the vulnerability assessment in which T scores were normalized, the distribution of social vulnerabilities varied among the townships. The scores were further analyzed using spatial autocorrelation statistics for spatial clustering of vulnerability distribution. The Local G statistic identified 42 significant spatial association pockets, whereas the Global G statistic indicated no spatial phenomenon of clustering. This phenomenon was verified and explained by applying Moran's I statistics to examine the homogeneity and heterogeneity of spatial associations. Although both statistics were originally designed to identify the existence of spatial clustering, they serve diverse purposes, and the results can be compared to obtain additional insights into the distribution patterns of social vulnerability.
机译:摘要社会脆弱性的程度可能根据不同地点的条件和背景而有所不同,但是当附近的空间单位表现出相似的特征时,可能会存在空间聚集现象。本研究应用空间自相关统计分析台湾乡镇之间脆弱性的空间关联。该漏洞首先基于使用Fuzzy Delphi和层次分析法构建的社会漏洞指数进行评估。随后,使用政府数据将相应的指标变量应用于计算标准化的脆弱性评估得分。根据将T分数标准化的脆弱性评估结果,各乡镇之间的社会脆弱性分布各不相同。使用空间自相关统计量进一步分析分数,以对漏洞分布进行空间聚类。局部G统计量确定了42个重要的空间关联口袋,而全局G统计量表明没有空间聚类的现象。通过应用Moran's I统计数据检查空间关联的同质性和异质性,可以验证和解释这种现象。尽管这两种统计数据最初都是为了识别空间聚类的存在而设计的,但它们具有多种用途,可以对结果进行比较以获得对社会脆弱性分布模式的更多见解。

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