AHC Complate Linkage 与 K-Medoids 在印度尼西亚贫困数据分组中的比较分析

Rifqi Habibi Sachrrial, Agus Iskandar
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引用次数: 0

摘要

印尼的贫困率从2022年3月的9.54%上升到2022年9月的9.57%,原因是通货膨胀、低工资和居民收入。为了解决这一问题,需要采取诸如提供社会救助、创造体面就业和提高工资标准等措施,以提高人们的购买力,并在未来减少贫困。政府需要特别关注贫困率高的省份,通过特别的计划和努力来增加这些地区的收入和经济。数据挖掘是利用聚类方法解决这一问题的一种方法,称为聚类方法。本研究采用的聚类方法是AHC法和k - medioids法。为了确定贫困人口最多的地区,将分别采用AHC和k - mediids聚类方法,并对每个地区的最终结果进行分析。分析结果表明,在不同的聚类位置形成了三个聚类。运用AHC方法得到的结果是,聚类2省份数量最多,有22个省份,其次是聚类0,有9个省份,聚类1只有3个省份。采用k - mediids方法,聚类1的省份数量最多,为22个,聚类0次之,为9个,聚类2仅为3个。虽然两种方法的集群位置不同,但集群中的省份数量是相同的,因此一个集群共有3个省份被宣布为贫困人口最多的省份。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analisa Perbandingan Complate Linkage AHC dan K-Medoids Dalam Pengelompokkan Data Kemiskinan di Indonesia
The poverty rate in Indonesia has increased from 9.54 percent in March 2022 to 9.57 percent in September 2022 due to inflation and low wages and people's incomes. To overcome this problem, steps such as providing social assistance, creating decent jobs, and increasing wage standards are needed to increase people's purchasing power and reduce poverty in the future. The government needs to pay special attention to provinces with high poverty rates through special programs and efforts to increase income and the economy in these areas. Data Mining is a solution in solving this problem by utilizing the clustering method which is known as the clustering method. The clustering method used in this study is the AHC method and the K-Medoids method. In order to determine the provinces with the highest number of poor people, the AHC and K-Medoids clustering methods will be applied separately so that the final results of each will be analyzed. The results of the analysis show the formation of three clusters with different cluster locations. The application of the AHC method resulted in cluster 2 with the largest number of provinces, namely 22 provinces, followed by cluster 0 with 9 provinces, and cluster 1 with only 3 provinces. While the application of the K-Medoids method resulted in cluster 1 with the largest number of provinces, namely 22 provinces, followed by cluster 0 with 9 provinces, and cluster 2 with only 3 provinces. Although the location of the clusters is different between the two methods, the number of provinces in the cluster is the same so that a cluster with a total of 3 provinces is declared the province with the largest number of poor people.
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