Grouping Level of Poverty Based on District/City in Indonesia Using K-Harmonic Means

Nabillah Putri Shalsabila, N. Amalita, Dodi Vionanda, D. Permana
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Abstract

Indonesia still has a relatively high poverty rate, although nationally it has declined in recent years. There are areas that are still experiencing increasing poverty rates. So that the currently planned poverty alleviation plans are no longer uniform, but need to pay attention to the conditions of each dimension that cause poverty in an area, so it is necessary to group districts/cities in Indonesia on poverty. Grouping was performed using K-Harmonic Means analysis. K-Harmonic Means is a non-hierarchical clustering that takes the average of the harmonic distance between each data point and the cluster’s center. The data used in this research is secondary data sourced from BPS publications on poverty and inequality in 2022. The analysis technique is carried out by standardizing the data, conducting cluster analysis, and validating clusters. Based on the results of the K-Harmonic Means analysis, the optimal number of clusters is two clusters that first cluster has 54 districts/cities while second cluster has 460 districts/cities and the Dunn Index value for cluster validation is 0,03492. So that a better grouping level of poverty based on district/city in Indonesia is obtained by using the K-Harmonic Means method with p = 2,25.
基于k -谐均值的印尼地区/城市贫困分组水平研究
印度尼西亚的贫困率仍然相对较高,尽管近年来全国贫困率有所下降。有些地区的贫困率仍在上升。因此,目前规划的扶贫计划不再是统一的,而是需要关注导致一个地区贫困的各个维度的条件,因此有必要对印度尼西亚的地区/城市进行贫困分组。采用k -调和均值分析进行分组。K-Harmonic Means是一种非分层聚类,它取每个数据点与聚类中心之间谐波距离的平均值。本研究中使用的数据是来自BPS关于2022年贫困和不平等的出版物的二手数据。分析技术是通过标准化数据、进行聚类分析和验证聚类来实现的。根据K-Harmonic Means分析结果,聚类的最优数量为2个,第一个聚类有54个区/市,第二个聚类有460个区/市,聚类验证的Dunn指数值为0,03492。因此,采用p = 2,25的K-Harmonic Means方法,得到了印度尼西亚基于地区/城市的较好的贫困分组水平。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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