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Decomposition by subpopulations of the Zenga-84 inequality curve and the related index ζ: an application to 2014 Bank of Italy survey

机译:Zenga-84不等式曲线的亚群分解及相关指数ζ:在2014年意大利银行调查中的应用

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摘要

This paper describes an innovative procedure to decompose by subpopulations the values assumed by the Zenga-84 inequality curve Z(p). This decomposition allows to identify the contributions to the inequality at the subpopulation level, feature that the most of the decomposition procedures do not have. Since the synthetic inequality index ζ is obtained as the average of the values of Z(p)—which are appropriate relative variations—the results of such first decomposition can be used to obtain many other different decompositions of the synthetic index ζ. In this framework, the classical decomposition of the index ζ in the "Between" and the "Within" components can be performed as a special case. The proposed procedure is illustrated through an application with real data from a sample survey provided by Bank of Italy in 2015.
机译:本文介绍了一种创新的程序,可通过子群分解Zenga-84不等式曲线Z(p)假定的值。这种分解允许在子种群级别识别对不平等的贡献,这是大多数分解过程所不具备的特征。由于合成不平等指数ζ是作为适当的相对变化的Z(p)值的平均值而获得的,因此这种第一次分解的结果可用于获得合成指数ζ的许多其他不同分解。在此框架中,作为特殊情况,可以对“介于”和“内部”组件中的索引ζ进行经典分解。建议的程序通过一个应用程序进行说明,该应用程序使用来自意大利银行2015年提供的抽样调查的真实数据。

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