Comparative Analysis of the Applicability of Five Clustering Algorithms for Market Segmentation

Denys Teslenko, A. Sorokina, K. Smelyakov, Oleksii Filipov
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Abstract

Customer communication is important in maintaining business sustainability, which can be tremendously improved by market segmentation. Clustering is a powerful tool to carry out market segmentation in an effective way. As every algorithm has its advantages and disadvantages, may be susceptible to the data peculiarities and change its effectiveness depending on it, for marketing it is vital to understand which techniques work better on mixed data, and which show poor results or are not applicable at all. This paper represents a comparative analysis on five clustering algorithms (k-means, BIRCH, agglomerative hierarchical clustering, DBSCAN and OPTICS), which represent three different approaches in clustering: centroid-based, connectivity-based and density-based approach. Using an open-source dataset with the data that describe hotel customers we evaluated the effectiveness of the aforementioned algorithms in extracting customer groups. For clustering quality evaluation, we used Davies-Bouldin score and Silhouette score, and after that visualized the results. As a result, we made a complete comparison of clustering algorithms and revealed the advantage of agglomerative hierarchical clustering over other algorithms. Also, we proved the significant benefit from using Gower's distance with density-based algorithms and loss with connectivity-based algorithm when dealing with mixed data. Finally, we summarized obtained results to make a conclusion about the applicability of each algorithm.
五种聚类算法在市场细分中的适用性比较分析
客户沟通对于维持业务的可持续性非常重要,这可以通过市场细分得到极大的改善。聚类是有效进行市场细分的有力工具。由于每种算法都有其优点和缺点,可能容易受到数据特性的影响,并根据数据特性改变其有效性,对于营销来说,了解哪些技术在混合数据上工作得更好,哪些技术显示出较差的结果或根本不适用是至关重要的。本文对5种聚类算法(k-means、BIRCH、聚类层次聚类、DBSCAN和OPTICS)进行了比较分析,分别代表了三种不同的聚类方法:基于质心、基于连通性和基于密度的聚类方法。我们使用一个包含酒店客户描述数据的开源数据集,评估了上述算法在提取客户群体方面的有效性。聚类质量评价采用Davies-Bouldin评分和Silhouette评分,并对结果进行可视化。因此,我们对聚类算法进行了完整的比较,揭示了聚类层次聚类相对于其他算法的优势。此外,我们还证明了在处理混合数据时,使用基于密度的Gower距离算法和基于连接的损失算法具有显著的好处。最后,对得到的结果进行总结,得出各算法的适用性结论。
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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