A Comparison of Customer Churn Vector Embedding Models with Deep Learning

Dinne Ratj, T. W. Cenggoro, Namira Mufida Adien, Ni Putu Putri Ardhia Paramita, Nabila Putri Sina, G. N. Elwirehardja, B. Pardamean
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Abstract

In the telecommunication industry, Deep learning has been utilized for churn prediction. Some companies have used sophisticated deep learning techniques to predict churn, which yielded good results. However, future studies are still required to evaluate several deep learning mechanisms as only SoftMax Loss has been used so far. By comparing customer churn vector embedding models with several methods, including SoftMax Loss, Large Margin Cosine Loss, Semi-Supervised Learning, and a combination of Large Margin Cosine Loss and Semi-Supervised Learning, we continue our previous research to apply deep learning in predicting customer churn in the telecommunications industry in this paper. The use of Large Margin Cosine Loss has been proven in face recognition which can increase the discrimination between vectors embedding in different classes. Understanding how mixing unlabeled and labeled input might alter developing algorithms and learning behavior that benefit from this combination are the goals of semi-supervised learning. This approach successfully encouraged feature discrimination in customer behavior as well as improved the overall accuracy of the model. Large Margin Cosine Loss in this study achieved 83.74% of the F1 Score compared to other methods. It was further demonstrated that the produced vectors for churn prediction are discriminative by examining the cluster's similarity and the t-SNE plot.
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客户流失矢量嵌入模型与深度学习的比较
在电信行业,深度学习已被用于预测客户流失率。一些公司已经使用复杂的深度学习技术来预测客户流失,并取得了良好的效果。然而,由于迄今为止只使用了 SoftMax Loss,因此未来的研究仍需要对几种深度学习机制进行评估。通过比较 SoftMax Loss、大边际余弦损失、半监督学习以及大边际余弦损失和半监督学习的组合等几种方法的客户流失向量嵌入模型,我们在本文中继续之前的研究,将深度学习应用于电信行业的客户流失预测。大边际余弦损失在人脸识别中的应用已得到证实,它可以提高嵌入不同类别的向量之间的区分度。半监督学习的目标是了解混合使用无标签和有标签输入会如何改变开发算法和学习行为,并从中受益。这种方法成功地促进了对客户行为特征的区分,并提高了模型的整体准确性。与其他方法相比,本研究中的大边际余弦损失法获得了 83.74% 的 F1 分数。通过检查聚类的相似性和 t-SNE 图,进一步证明了所生成的流失预测向量具有区分性。
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