Leveraging Multiview Data Through Discrete and Regularized Deep Learning for Dynamic Financial Risk Prediction

Given the dramatic surge of demand for predictive insights into the dynamics of financial risk and the rich, yet entangled, information brought by proliferating multiview data, we propose a discrete and regularized deep learning (DRDL) method to better leverage such multiview data for dynamic financial risk prediction. Empirical evaluation demonstrates advantages of DRDL over benchmarked classic and state-of-the-art methods at both the model level (time-to-risk and out-of-time prediction performance) and the application level (identification and profitability performance). Besides performance gains, DRDL offers distinctive practical advantages. First, it enables explicit and controllable factor-level representations, allowing practitioners to inspect and regulate how cross-view signals are encoded. Second, it offers unique advantages in explicitly and precisely filtering out redundant information while extracting complementary information across heterogeneous data sources, allowing practitioners to better understand which unique informational components drive risk predictions. Third, it offers a practically viable and empirically effective way to promote functional disentanglement within a discrete and structured latent space. Fourth, it supports both time-wise and instance-wise monotonicity, aligning predictions with the cumulative and irreversible nature of financial risk escalation, which may be particularly valuable in risk monitoring and governance contexts.

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Publication Details

Journal
Information Systems Research
Published
2026-03-17
DOI
https://doi.org/10.1287/isre.2024.1417
Primary Topic
Financial Distress and Bankruptcy Prediction
Type
article
Field-Weighted Citation Impact
0.00
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article

Leveraging Multiview Data Through Discrete and Regularized Deep Learning for Dynamic Financial Risk Prediction

Huimin Zhao, Wanliu Che, Zheng Wang, Cuiqing Jiang
Information Systems Research
Financial Distress and Bankruptcy Prediction
article

Leveraging Multiview Data Through Discrete and Regularized Deep Learning for Dynamic Financial Risk Prediction

Huimin Zhao, Wanliu Che, Zheng Wang, Cuiqing Jiang
article en

Abstract

Given the dramatic surge of demand for predictive insights into the dynamics of financial risk and the rich, yet entangled, information brought by proliferating multiview data, we propose a discrete and regularized deep learning (DRDL) method to better leverage such multiview data for dynamic financial risk prediction. Empirical evaluation demonstrates advantages of DRDL over benchmarked classic and state-of-the-art methods at both the model level (time-to-risk and out-of-time prediction performance) and the application level (identification and profitability performance). Besides performance gains, DRDL offers distinctive practical advantages. First, it enables explicit and controllable factor-level representations, allowing practitioners to inspect and regulate how cross-view signals are encoded. Second, it offers unique advantages in explicitly and precisely filtering out redundant information while extracting complementary information across heterogeneous data sources, allowing practitioners to better understand which unique informational components drive risk predictions. Third, it offers a practically viable and empirically effective way to promote functional disentanglement within a discrete and structured latent space. Fourth, it supports both time-wise and instance-wise monotonicity, aligning predictions with the cumulative and irreversible nature of financial risk escalation, which may be particularly valuable in risk monitoring and governance contexts.

Information Systems Research
Hefei University of Technology (CN), University of Wisconsin–Milwaukee (US)
Openalex Percentile: Top 18%
Financial Distress and Bankruptcy Prediction
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Leveraging Multiview Data Through Discrete and Regularized Deep Learning for Dynamic Financial Risk Prediction — Huimin Zhao, Wanliu Che, et al. · Information Systems Research (2026) | TGRS Research Map | TGRS