利用双聚类分析对印度尼西亚经济和流行病脆弱性指数进行模式检测

W. Andriyani, Lestari Ningsih, I. Sumertajaya, A. Saefuddin
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引用次数: 1

摘要

双聚类是一种聚类技术,旨在从两个方向同时对数据进行分组。迭代签名算法(ISA)是一种双聚类算法,它迭代地寻找最相关的双聚类。利用双聚类分析检测经济和大流行病脆弱性对于获得空间格局和概述印度尼西亚经济和大流行病脆弱性特征至关重要。使用ISA的双集群需要设置行和列阈值,以形成70个阈值组合。根据残差与体积比的均方平均值来选择最佳值。此外,基于Liu和Wang的指数值,还可以看到最佳双聚类与其他双聚类的相似度。选择-1.0行和-1.0列阈值组合,得到均方残量比平均值最小(0.00141)的最佳双聚类。根据Liu和Wang的指标值,它与-1.0行和-0.9列阈值以及-0.9行和-1.0列阈值的组合具有95%以上的相似度。这些选择的阈值组合产生了具有五种空间模式和不同特征的三个双集群,因为这三个双集群之间存在重叠。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Pattern Detection of Economic and Pandemic Vulnerability Index in Indonesia Using Bi-Cluster Analysis
Bi-clustering is a clustering development that aims to group data simultaneously from two directions. The Iterative Signature Algorithm (ISA) is one of the bi-clustering algorithms that work iteratively to find the most correlated bi-cluster. Detecting economic and pandemic vulnerability using bi-cluster analysis is essential to get spatial patterns and an overview of Indonesia's economic and pandemic vulnerability characteristics. Bi-clustering using ISA requires setting the row and column threshold to form seventy combinations of thresholds. The best is chosen based on the average value of mean square residue to volume ratios. In addition, the similarity of the best bi-cluster with the other is also seen based on the Liu and Wang index values. The -1.0 row and -1.0 column threshold combinations were selected and produced the best bi-cluster with the smallest average value of mean square residue to volume ratios (0.00141). Based on Liu and Wang index values, it has more than 95% similarity with the combination of -1.0 row and -0.9 column thresholds and the -0.9 row and -1.0 column thresholds. These selected threshold combinations produce three bi-clusters with five types of spatial patterns and different characteristics because of the overlap between these three bi-clusters.
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