A Ranking Approach for Measuring Calibration
Anirban Chatterjee, Rina Foygel Barber
arXiv:2609.13100v1If you rely on a model’s probabilities, you need to know whether those probabilities are trustworthy. That’s the calibration problem: when a system says 80 percent, does the event really happen about 80 percent of the time? The standard metric, expected calibration error, is widely used but surprisingly hard to estimate well, especially without making strong assumptions. This paper proposes a new alternative called rankECE. Instead of forcing predictions into bins, it compares examples to their neighbors in predicted probability space, which better respects the ranking structure already present in the model’s outputs. The authors show both theoretically and empirically that rankECE tracks true miscalibration more faithfully than common binned approximations. That matters because calibration is central in medicine, finance, forecasting, and any setting where confidence scores drive decisions. A better calibration metric means we can evaluate reliability more honestly, compare models more fairly, and build systems people can actually trust.
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