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Exploring the Noise Robustness of Online Conformal Prediction

NeurIPS 2025 · Label-efficient and robust learning › Noisy labels · approach: Instance-dependent noise modeling · 0 citations (OpenAlex)

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Shows uniform label noise biases online conformal prediction (ACI) coverage and proposes a robust pinball loss, an unbiased estimate of the clean pinball loss using all-class scores, that restores precise coverage with O(T^-1/2) error rates.

Problem

Online conformal prediction assumes clean labels, but uniform label noise with known rate biases threshold updates, causing persistent coverage gaps (over- or under-coverage) and inefficient prediction sets.

Approach

Replace the pinball loss on noisy scores with a weighted combination: (1/(1-eps)) pinball loss on the noisy score minus (eps/(K(1-eps))) times the sum of pinball losses over all K class scores. This is unbiased for the clean pinball loss in expectation, so ACI variants can be updated without ground-truth labels.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Replace standard pinball loss with robust pinball lossACI with dynamic learning rate · ImageNet, ε=0.15, α=0.1CovGap (%): 8.372 -> 0.183Helped
Replace standard pinball loss with robust pinball lossACI with dynamic learning rate · ImageNet, ε=0.15, α=0.1Size: 171.2 -> 13.10Helped
Replace standard pinball loss with robust pinball lossACI with dynamic learning rate · CIFAR100, ε=0.15, α=0.1CovGap (%): 8.403 -> 0.214Helped
Replace standard pinball loss with robust pinball lossACI with dynamic learning rate · CIFAR100, ε=0.15, α=0.1Size: 29.41 -> 4.065Helped

Surprising findings

Limitations

Experimental setup

Datasets: CIFAR-100 ImageNet CIFAR-10

Benchmarks: CIFAR-100 ImageNet

Metrics: coverage gap prediction set size long-run coverage local coverage empirical coverage error expected coverage error

Baselines: ACI with constant learning rate ACI with dynamic learning rate SAOCP standard pinball loss ACI

Builds on: adaptive conformal inference strongly adaptive online conformal prediction regularized adaptive prediction sets

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