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Radial-Angular Geometry for Reliable Update Diagnosis in Noisy-Label Learning

NeurIPS 2026 · Label-efficient and robust learning › Noisy labels · approach: Noise-aware loss and pairwise methods · 0 citations (OpenAlex)

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Proposes Relative Geometric Conflict (RGC), which scores noisy-label reliability by comparing the classifier-layer observed-label gradient with an EMA-teacher reference gradient, fused with a last-layer Fisher-trace magnitude term to produce trust weights.

Problem

Noisy-label methods estimate sample reliability from forward-space signals (loss, confidence, entropy) that measure difficulty rather than whether the observed label induces a trustworthy parameter update; hard clean and mislabeled samples overlap in these signals.

Approach

Reframes reliability as diagnosis of the observed-label update: uses the sample-wise empirical Fisher trace (last-layer closed form) for update magnitude and an angular conflict term between the observed-label gradient and an EMA-teacher reference gradient for direction, fused into a continuous trust weight.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: CIFAR-10 CIFAR-100 Animal-10N Food-101N

Benchmarks: CIFAR-10 CIFAR-100 Animal-10N Food-101N

Metrics: test accuracy AUROC AUPRC HC-FP HCPR NoisyRec

Baselines: Standard CE GCE DivideMix RRL UNICON ProMix LongReMix L2B PSSCL DCD EarlyCut IDO

Builds on: IDO DivideMix mean teacher

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