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Resolving Interpretation Challenges in Machine Learning Feature Selection With an Iterative Approach in Biomedical
Jörn Lötsch1,2,3, André Himmelspach1, Dario Kringel1
1Faculty of Medicine, Goethe University, Institute of Clinical Pharmacology, Frankfurt am Main, Germany.
This study introduces an iterative machine learning (ML) framework to identify key variables for pain traits. The method enhances clarity and interpretability in ML analyses, improving feature selection for biomedical research.
Area of Science:
- Biomedical research
- Computational biology
- Data science
Background:
- Machine learning (ML) is increasingly used for pain data analysis, focusing on classification rather than p-values.
- A challenge exists when accurate classification persists after removing key variables, causing uncertainty about true relevance.
- This ambiguity highlights the need for robust feature selection methods in ML.
Purpose of the Study:
- To present an iterative ML framework for improved identification of trait-relevant features.
- To reduce ambiguity and enhance the interpretability of feature selection in pain research.
- To distinguish robust predictors from coincidental ones in biomedical data.
Main Methods:
- An iterative ML framework was developed, combining feature selection techniques with classification algorithms.
- The framework was applied to pain trait datasets and compared with traditional statistical methods like logistic regression.
- The approach involved repeatedly testing variable groups to assess feature relevance.
Main Results:
- The iterative process clarified variable relevance by testing unselected features.
- Combining ML approaches improved feature selection, addressed multicollinearity, and increased model robustness.
- Logistic regression sometimes failed to identify known relevant variables or required preselected inputs.
Conclusions:
- ML-based feature selection offers expanded options for identifying trait-relevant variables.
- Iterative variable set testing supports transparent and replicable inference.
- Selected features should not be assumed uniquely important; testing unselected variables is crucial.
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