Journal of Risk Model Validation
ISSN:
1753-9587 (online)
Editor-in-chief: Steve Satchell
Graph neural networks for credit default prediction: robustness and model evaluation
Need to know
- Graph neural networks enhance credit default prediction by exploiting borrower similarity structures, consistently outperforming strong tabular baselines when appropriately tuned.
- Model performance is stable across well-defined hyperparameter regions, indicating that reliable configurations are not isolated optima but lie within robust and reproducible domains.
- Adversarial stress testing reveals meaningful robustness differences, with attention-based graph models retaining a larger share of predictive power under feature perturbations.
- Robustness-oriented training materially improves stability under attack without degrading performance on unperturbed data.
Abstract
This study evaluates the robustness and performance of graph-based models for credit default prediction. Two inductive graph neural network (GNN) architectures – GraphSAGE and the graph attention network (GAT) – are implemented within a framework that integrates automated hyperparameter optimization, imbalance-aware loss functions and adversarial stress testing. Borrowers are represented as nodes in a k-nearest neighbor graph constructed from financial and demographic features. Model tuning is performed via Optuna, while robustness is examined under the fast gradient sign method and projected gradient descent perturbations, with adversarial training enhancing stability. Experimental results demonstrate that optimized and adversarially trained GNNs outperform classical baselines such as logistic regression, random forest and gradient boosting in area under the curve and F1 metrics, while maintaining resilience under feature perturbations. These findings highlight the importance of robustness evaluation as part of the broader model assessment process for modern credit risk modeling.
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