关于贫困问题的地理加权面板逻辑回归半参数模型

Aliyah Husnun Azizah, Nurjannah Nurjannah, A. Fernandes, Rosita Hamdan
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引用次数: 0

摘要

回归分析是一种统计方法,用于研究变量之间的关系并建立模型。此外,还开发了一种涉及空间方面的回归分析,即地理加权回归(GWR)。GWR 模型包括多种类型,其中一种是地理加权逻辑回归半参数模型(GWLRS),它是逻辑 GWR 模型的扩展,可产生局部和全局参数估计值。本研究建议将 GWLRS 模型与面板数据或地理加权面板逻辑回归半参数模型(GWPLRS)相结合。本研究使用的案例研究是印度尼西亚东爪哇岛 38 个地区/城市在 2018 - 2022 年的贫困差距指数所反映的贫困问题。本研究使用的权重是自适应高斯核加权函数。参数显著性检验结果表明,人类发展指数作为全局变量对各地区/城市有显著影响。
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GEOGRAPHICALLY WEIGHTED PANEL LOGISTIC REGRESSION SEMIPARAMETRIC MODELING ON POVERTY PROBLEM
Regression analysis is a statistical method used to investigate and model the relationship between variables. Furthermore, a regression analysis was developed that involved spatial aspects, namely Geographically Weighted Regression (GWR). GWR modeling consists of various types, one of which is Geographically Weighted Logistic Regression Semiparametric (GWLRS), an extension of the Logistic GWR model that produces local and global parameter estimators. In this study, it is proposed to combine the GWLRS model using panel data or Geographically Weighted Panel Logistic Regression Semiparametric (GWPLRS). The case study used in this research is the problem of poverty in 38 regions/cities in East Java, Indonesia, in 2018 – 2022 as seen from the Poverty Gap Index. The weights used in this research are the adaptive gaussian kernel weighting functions. The results of the parameter significance test show that the Human Development Index as global variable has a significant effect on each region/city.
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