Scalable SHAP-Informed Neural Network

In the pursuit of scalable optimization strategies for neural networks, this study addresses the computational challenges posed by SHAP-informed learning methods introduced in prior work. Specifically, we extend the SHAP-based optimization family by incorporating two existing approximation methods, C-SHAP and FastSHAP, to reduce training time while preserving the accuracy and generalization benefits of SHAP-based adjustments. C-SHAP leverages clustered SHAP values for efficient learning rate modulation, while FastSHAP provides rapid approximations of feature importance for gradient adjustment. Together, these methods significantly improve the practical usability of SHAP-informed neural network training by lowering computational overhead without major sacrifices in predictive performance. The experiments conducted across four datasets—Breast Cancer, Ames Housing, Adult Census, and California Housing—demonstrate that both C-SHAP and FastSHAP achieve substantial reductions in training time compared to original SHAP-based methods while maintaining competitive test losses, RMSE, and accuracy relative to baseline Adam optimization. Additionally, a hybrid approach combining C-SHAP and FastSHAP is explored as an avenue for further balancing performance and efficiency. These results highlight the feasibility of using feature-importance-based guidance to enhance optimization in neural networks at a reduced computational cost, paving the way for broader applicability of explainability-informed training strategies.

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Publication Details

Journal
Mathematics
Published
2025-06-30
DOI
https://doi.org/10.3390/math13132152
Citations
4
Primary Topic
Neural Networks and Applications
Type
article
Field-Weighted Citation Impact
9.92
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article

Scalable SHAP-Informed Neural Network

Victor S. Sheng, Jack M. Graham
4 citations
Mathematics
Neural Networks and Applications
9.92
article

Scalable SHAP-Informed Neural Network

Victor S. Sheng, Jack M. Graham
article en
4 citations

Abstract

In the pursuit of scalable optimization strategies for neural networks, this study addresses the computational challenges posed by SHAP-informed learning methods introduced in prior work. Specifically, we extend the SHAP-based optimization family by incorporating two existing approximation methods, C-SHAP and FastSHAP, to reduce training time while preserving the accuracy and generalization benefits of SHAP-based adjustments. C-SHAP leverages clustered SHAP values for efficient learning rate modulation, while FastSHAP provides rapid approximations of feature importance for gradient adjustment. Together, these methods significantly improve the practical usability of SHAP-informed neural network training by lowering computational overhead without major sacrifices in predictive performance. The experiments conducted across four datasets—Breast Cancer, Ames Housing, Adult Census, and California Housing—demonstrate that both C-SHAP and FastSHAP achieve substantial reductions in training time compared to original SHAP-based methods while maintaining competitive test losses, RMSE, and accuracy relative to baseline Adam optimization. Additionally, a hybrid approach combining C-SHAP and FastSHAP is explored as an avenue for further balancing performance and efficiency. These results highlight the feasibility of using feature-importance-based guidance to enhance optimization in neural networks at a reduced computational cost, paving the way for broader applicability of explainability-informed training strategies.

MathematicsVol. 13(13)
Texas Tech University (US)
Openalex Percentile: Top 2%
Neural Networks and Applications
9.92
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Scalable SHAP-Informed Neural Network — Victor S. Sheng, Jack M. Graham · Mathematics (2025) | TGRS Research Map | TGRS