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Pairwise AUC Optimization Needs Corrective Power: A Unified View

NeurIPS 2026 · Architectures and efficiency › Pruning and efficient tuning · approach: Low-rank compression and merging

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Analyzes why direct pairwise AUC-surrogate SGD can lose "corrective power" on severe misrankings via U-statistic Hoeffding variance collapse, and explains squared-hinge, CE warm-up, and PEFT effects with CV and NLP experiments.

Problem

Direct pairwise AUC-surrogate training aligns the objective with the AUC metric, but stochastic mini-batch updates may fail to correct severe positive-negative misrankings, leaving training stuck in regions with many severe errors and weak useful motion.

Approach

Introduces Corrective Power and a bad-region characterization based on weak projected mean drift along a severe-error correction direction; shows the pairwise mini-batch gradient is a two-sample U-statistic whose first-order noise can vanish, shifting escape-time scale from B to B^2. Uses surrogate weight geometry (squared-hinge) and starting-region interventions (CE warm-up, PEFT) to explain empi

Key results

Surprising findings

Limitations

Experimental setup

Datasets: ImageNet-LT Stanford Dogs FGVC-Aircraft APTOS diabetic-retinopathy DeepWeeds D-KAP apple leaf disease Rice Leaf Diseases HAM10000 GoEmotions ANLI SNLI WANLI

Benchmarks: ImageNet-LT Dogs Dog Breeds CRJ700/CRJ900 APTOS Sev./Mod. DeepWeeds P/S Apple Disease Rice Disease HAM10000 M/N GoEmotions Annoyance GoEmotions Fear ANLI R1 ANLI R3

Metrics: AUC AUC gain from warm-up misranking ratio

Baselines: cross-entropy square loss hinge loss exponential loss logistic loss

Builds on: LoRA Deep AUC maximization Hoeffding decomposition

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