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Scaling credit decisions in FinTech : overcoming boundaries through behavioural credit risk models

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Resumo(s)

The decision whom to grant a credit is of utmost importance for financial institutions in order to develop both financially profitable, as well as widely accessible financial products. To do this, companies have to be able to distinguish credit applicants, who are able and likely to pay back their loan, from those, who will be unable or unwilling to do so in the future. To improve this decision in the future, the integration of additional behavioural data into the credit decision is proposed in this thesis. FinTech firms are increasingly moving interactions between financial institutions and their customers from local bank branches into digital environments. This transformation enables companies to gather and analyze a large set of previously unavailable behavioural indicators, which can help estimate an individuals credit default risk. This study presents the transforming market conditions that FinTech firms operate in from a regulatory, technical and behavioural perspective and outlines the key changes that impact the offering of credit products. Additionally, it presents the leading approaches of consumer credit research and leverages their best practices in the creation of a behavioural risk scoring model for a FinTech company. The evaluation of the model shows that the inclusion of behavioural indicators into the credit decision is able to significantly improve the performance of decision tree based credit risk models. Models trained with additional behavioural data are able to outperform the base variable set in all performed tests, when compared using the AUC and Kolmogorov-Smirnov measures, while showing no change when assessed using the Brier-Score.

Descrição

Dissertation presented as the partial requirement for obtaining a Master's degree in Data Science and Advanced Analytics

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Behavioural Data Credit Scoring FinTech Finance Risk Modelling Binary Classification Random Forests Gradient Boosting Logistic Regression Feature Engineering

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