Identifying Factor Importance in Empirical Asset Pricing by Interpretable Machine Learning

We illustrate the use of interpretable machine learning to explain portfolio monthly returns. There are 188 financial anomalies from global-q.org in the analysis using artificial neural network models. We employ Shapley additive explanations (SHAP) and Shapley additive global importance (SAGE) to identify the importance of factors. SHAP is constructed from local observations. We use SAGE as global interpretability. These methods can show how important these factors are to explaining portfolios’ returns. The importance of the factors in explaining portfolio returns differs from the overall period to the subperiods. The top contributors can also depend on how the variable is defined in each category of factors. We also extend the analysis from monthly to daily returns, containing 900,520 observations.

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Publication Details

Journal
The Journal of Financial Data Science
Published
2025-12-26
DOI
https://doi.org/10.3905/jfds.2025.1.212
Primary Topic
Stock Market Forecasting Methods
Type
article
Field-Weighted Citation Impact
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article

Identifying Factor Importance in Empirical Asset Pricing by Interpretable Machine Learning

Siriyos Chuthanondha, Sampan Nettayanun
The Journal of Financial Data Science
Stock Market Forecasting Methods
article

Identifying Factor Importance in Empirical Asset Pricing by Interpretable Machine Learning

Siriyos Chuthanondha, Sampan Nettayanun
article en

Abstract

We illustrate the use of interpretable machine learning to explain portfolio monthly returns. There are 188 financial anomalies from global-q.org in the analysis using artificial neural network models. We employ Shapley additive explanations (SHAP) and Shapley additive global importance (SAGE) to identify the importance of factors. SHAP is constructed from local observations. We use SAGE as global interpretability. These methods can show how important these factors are to explaining portfolios’ returns. The importance of the factors in explaining portfolio returns differs from the overall period to the subperiods. The top contributors can also depend on how the variable is defined in each category of factors. We also extend the analysis from monthly to daily returns, containing 900,520 observations.

The Journal of Financial Data ScienceVol. 8(1)
Thailand Center of Excellence in Physics (TH), Naresuan University (TH)
Openalex Percentile: Top 28%
Stock Market Forecasting Methods
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