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Continuous Embedding Spaces for Bank Transaction Data

机译:银行交易数据的连续嵌入空间

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In the finance world, customer behavior prediction is an important concern that requires discovering hidden patterns in large amounts of registered customer transactions. The purpose of this paper is to utilize this customer transaction data for the sake of customer behavior prediction without any manual labeling of the data. To achieve this goal, elements of the banking transaction data are automatically represented in a high dimensional embedding space as continuous vectors. In this new space, the distances between the vector positions are smaller for the elements with similar financial meaning. Likewise, the distances between the unrelated elements are larger, which is very useful in automatically capturing the relationships between the financial transaction elements without any manual intervention. Although similar embedding space work has been used in the other fields such as natural language processing, our work introduces novel ideas in the application of continuous word representations technology for the financial sector. Overall, we find the initial results very encouraging and, as the future work, we plan to apply the introduced ideas for the abnormal financial customer behavior detection, fraud detection, new banking product design, and making relevant product offers to the bank customers.
机译:在金融界,客户行为预测是一个重要问题,需要发现大量已注册客户交易中的隐藏模式。本文的目的是在无需任何人工标记数据的情况下,利用此客户交易数据进行客户行为预测。为了实现这一目标,银行交易数据的元素在高维嵌入空间中自动表示为连续向量。在这个新空间中,对于具有相似财务含义的元素,向量位置之间的距离更小。同样,不相关元素之间的距离也较大,这在无需任何人工干预的情况下自动捕获金融交易元素之间的关系时非常有用。尽管在其他领域(例如自然语言处理)中也使用了类似的嵌入空间工作,但我们的工作在将连续词表示技术应用于金融领域的过程中引入了新颖的想法。总体而言,我们发现初始结果非常令人鼓舞,并且随着将来的工作,我们计划将引入的思想应用于异常金融客户行为检测,欺诈检测,新银行产品设计以及向银行客户提供相关产品。

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