Funding gap and bank stability in ASEAN emerging markets: Evidence from explainable machine learning for stability forecasting
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DOIhttp://dx.doi.org/10.21511/bbs.21(2).2026.07
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Article InfoVolume 21 2026, Issue #2, pp. 93-106
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Type of the article: Research Article
Abstract
The study analyzes the role of the Funding Gap (FGAP) as a dynamic structural liquidity indicator that influences bank financial stability in emerging markets, particularly amid heightened post-COVID-19 financial volatility. It aims to forecast banking stability by integrating advanced econometric and machine-learning techniques using a balanced panel dataset of 63 commercial banks from six ASEAN countries over the period 2010–2023. The methodological framework combines Ridge regression for variable selection, Particle Swarm Optimization (PSO) for hyperparameter tuning, and SHapley Additive exPlanations (SHAP) for interpretability within a Gradient Boosting model. The PSO-optimized specification achieves an R2 of 92.2%, substantially outperforming traditional fixed-effects and random-effects regressions. Empirical results indicate that persistent negative FGAP values significantly reduce Z-scores, confirming that structural liquidity imbalances constitute a key transmission channel from funding stress to systemic fragility. The analysis further reveals the moderating role of macroeconomic shocks, particularly inflation and the COVID-19 pandemic, in amplifying liquidity-induced instability. The proposed framework functions as an operational early warning system that enhances forecasting accuracy, model interpretability, and regulatory transparency, while repositioning FGAP as a forward-looking liquidity metric and offering both theoretical and practical contributions to financial risk management and supervisory practices in emerging economies.
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JEL Classification (Paper profile tab)C45, C53, G21, G28
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References40
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Tables3
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Figures4
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- Figure 1. Machine learning workflow for financial stability forecasting
- Figure 2. Cross-validation performance of Lasso, Ridge, and Elastic Net in variable selection
- Figure 3. Comparative performance of machine learning models before and after PSO optimization
- Figure 4. SHAP-based feature importance explaining Z-Score prediction
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- Table 1. Comparative results of Fixed Effects and Random Effects models on Z-Score
- Table 2. Comparative performance of Lasso, Ridge, and Elastic Net in variable selection
- Table 3. Model training performance results using machine learning algorithms
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