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Prediction models that learn to avoid missing values

ICML 2025 · Learning theory and algorithms › Prediction and decision losses · approach: Compact interpretable model classes · 0 citations (OpenAlex)

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Proposes missingness-avoiding (MA) learning, adding a missingness-reliance penalty to decision trees, LASSO, random forests and gradient-boosted trees so that predictions rarely need missing features, with comparable AUROC to unregularized baselines.

Problem

Models deployed with missing test-time feature values either need imputation (bias, reduced interpretability) or missingness indicators (added complexity), so predictions depend on missing values and become hard to interpret.

Approach

Regularize learning objectives with a penalty on the frequency with which a model's decision path or nonzero coefficients use features that are missing for the sample, so models learn to avoid missing features while keeping accuracy; tree splits are penalized contextually, while LASSO uses feature-specific penalties proportional to missingness rate.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Add missingness-reliance regularization to decision treesDT · ADNI, FICO, LIFE, NHANESmissingness reliance: average decrease of 4.4Helped
Add missingness-rate-weighted sparsity regularizationLASSO · ADNI, FICO, LIFE, NHANESmissingness reliance: average decrease of 66.0Helped
Add missingness-reliance regularization to random forestsRF · ADNI, FICO, LIFE, NHANESmissingness reliance: average decrease of 70.2Helped
Add missingness-reliance regularization to gradient-boosted treesXGBoost · ADNI, FICO, LIFE, NHANESmissingness reliance: reduces missingness reliance by 64.4 on averageHelped
Add missingness-reliance regularization to gradient-boosted treesXGBoost · ADNI, FICO, LIFE, NHANESAUROCHurt
Set the regularization parameter to α=0 instead of α=∞ (ablation)MA models · ADNIAUROCHelped
Set the regularization parameter to α=0 instead of α=∞ (ablation)MA models · ADNImissingness relianceHurt
Increase tree maximum depth as an alternative to missingness regularization (ablation)MA-DT · LIFEAUROCHelped
Apply missingness regularization with α≤1.0 (ablation)MA-DT · LIFEmissingness reliance: approximately 30% to approximately 10%Helped
Apply missingness regularization with α≤1.0 (ablation)MA-DT · LIFEAUROCNo clear effect
Introduce MNAR rather than MAR synthetic missingness (ablation)MA-LASSO · Breast CancerAUROCHurt
Introduce synthetic missingness on an increasing proportion of features (ablation)MA-LASSO · Breast CancerAUROCHurt

Surprising findings

Limitations

Experimental setup

Datasets: NHANES LIFE ADNI Breast Cancer Pharyngitis FICO

Benchmarks: ADNI FICO LIFE NHANES Breast Cancer Pharyngitis

Metrics: AUROC missingness reliance (rho-hat)

Baselines: LR DT RF M-GAM XGBoost NeuMiss MINTY

Builds on: CART decision trees Lasso XGBoost MINTY M-GAM

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