Aleatoric Uncertainty
Overview
Aleatoric uncertainty describes variability that remains even when a model has learned the available patterns, such as measurement noise, ambiguous labels, or inherently stochastic outcomes. Researchers estimate it with predictive distributions, heteroscedastic models, and probabilistic or Bayesian methods, often separating it from epistemic uncertainty caused by limited knowledge. Evaluation commonly examines calibration, predictive intervals, proper scoring rules, and whether uncertainty tracks independent signals such as annotator disagreement or changing noise levels. A central challenge is that estimates depend on how uncertainty is defined and modeled, and separating irreducible variability from model error is not always identifiable or reliable.
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