K-Means Clustering Algorithm Analysis on Specific Economic Development Problems in Target Countries

Wenya Zhou
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Abstract

Most mainstream measures of economic development employ a weighted scoring system under the assumption that each indicator can perfectly substitute each other, which is a strong assumption that may vary from the real world. In this paper, the author uses the K-Means machine learning algorithm to cluster the 195 countries in the world, as an attempt to provide a more holistic view of each country's level of economic development without employing the assumption. With the assistance of silhouette scores, the algorithm created 6 clusters, each with its distinctive properties that future researchers or policy makers can rely upon to generate country-specific views about economic development. Nevertheless, manual inspection of the result discovers the potential problem with the incomplete datasets and the need for a PCA test to reduce dimensions. Considerations of realistic implications also suggest that the standard K-Means clustering might be over-simplifying the complicated nature of some country's economic problems.
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目标国家特定经济发展问题的k -均值聚类算法分析
大多数主流经济发展指标采用加权评分系统,假设每个指标都可以完美地相互替代,这是一个强有力的假设,可能与现实世界有所不同。在本文中,作者使用K-Means机器学习算法对世界上195个国家进行聚类,试图在不采用假设的情况下,对每个国家的经济发展水平提供更全面的看法。在轮廓分数的帮助下,该算法创建了6个聚类,每个聚类都有其独特的属性,未来的研究人员或政策制定者可以依靠这些属性来生成针对特定国家的经济发展观点。然而,对结果的人工检查发现了不完整数据集的潜在问题,并且需要PCA测试来降维。对现实影响的考虑也表明,标准k -均值聚类可能过度简化了某些国家经济问题的复杂性。
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