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Global Explainability of A Deep Abstaining Classifier for Cancer Pathology Reports.
IEEE Journal of Biomedical and Health Informatics
|June 15, 2026
Summary
We developed a global explainability method for deep abstaining classifiers (DAC) in cancer histology prediction. This approach identifies error sources like class complexity and label noise, enabling model improvements.
Area of Science:
- Computational pathology
- Artificial intelligence in medicine
- Machine learning for cancer diagnosis
Background:
- Multitask deep abstaining classifiers (DAC) are used for automated cancer pathology report annotation.
- These models predict multiple cancer attributes simultaneously but may abstain on ambiguous cases, reducing coverage.
- Achieving high accuracy (e.g., 97%) on histology prediction led to retaining only 22% of samples.
Purpose of the Study:
- To present a global explainability method for characterizing error sources in a real-world multitask DAC.
- To identify specific reasons for classification errors in cancer histology prediction.
- To suggest strategies for improving the DAC's performance and coverage.
Main Methods:
- Applied a global explainability method using dimensionality reduction on aggregated local explanations (ALE).
- Utilized Grad-CAM for local explainability on ~1.04 million annotated cancer pathology samples.
- Analyzed error sources globally, including hierarchical complexity, label noise, and insufficient information.
Main Results:
- The global explainability method successfully identified key error sources in histology classification.
- Identified error sources include hierarchical class complexity, label noise, insufficient evidence, and conflicting data.
- The method provides a tractable approach to global explainability for complex deep learning models.
Conclusions:
- The developed global explainability method offers insights into DAC errors for cancer histology.
- Strategies for iterative improvement include refining exclusion criteria and focused annotation.
- Reducing penalties for errors involving hierarchically related classes can enhance model performance.