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This research introduces FragileFlow, a novel regularizer designed to detect "correct-but-fragile" predictions in LLMs and VLMs by analyzing probability mass flow near decision boundaries. By establishing the first PAC-Bayes upper bound for this margin-aware error-flow object, the authors demonstrate how empirical spectral control can achieve deterministic worst-class robustness without sacrificing clean accuracy. The method effectively addresses a critical failure mode hidden by standard average accuracy metrics, offering a more rigorous path toward reliable foundation model deployment.
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FragileFlow: Spectral Control of Correct-but-Fragile Predictions for Foundation Model Robustness

arXiv2 min de cititArticolul și perspectiva sunt în engleză.

arXiv:2605.08896v2 Announce Type: replace-cross Abstract: Robust adaptation of LLMs and VLMs is often evaluated by average accuracy or average consistency under perturbations. However, these averages can hide a structured failure mode: a prediction may remain correct while probability mass already flows from particular true classes toward systematic wrong competitors near the decision boundary. In this paper, we formalize this phenomenon as margin-aware error flow and introduce FragileFlow, a plug-in regularizer that uses a calibrated margin buffer to identify correct-but-fragile predictions and organize their off-class probability mass into a class-wise vulnerable-risk matrix. Theoretically, we provide the first PAC-Bayes upper bound for this margin-aware error-flow object, showing how empirical spectral control yields a conservative route to deterministic worst-class robustness under a stability condition. Experiments on multiple-choice LLM benchmarks and few-shot CLIP adaptation show that FragileFlow consistently improves the proposed theory-facing risk measures over matched baselines, yields perturbed worst-class accuracy gains in most settings, and preserves clean accuracy across comparisons.

Abstract:Robust adaptation of LLMs and VLMs is often evaluated by average accuracy or average consistency under perturbations. However, these averages can hide a structured failure mode: a prediction may remain correct while probability mass already flows from particular true classes toward systematic wrong competitors near the decision boundary. In this paper, we formalize this phenomenon as margin-aware error flow and introduce FragileFlow, a plug-in regularizer that uses a calibrated margin buffer to identify correct-but-fragile predictions and organize their off-class probability mass into a class-wise vulnerable-risk matrix. Theoretically, we provide the first PAC-Bayes upper bound for this margin-aware error-flow object, showing how empirical spectral control yields a conservative route to deterministic worst-class robustness under a stability condition. Experiments on multiple-choice LLM benchmarks and few-shot CLIP adaptation show that FragileFlow consistently improves the proposed theory-facing risk measures over matched baselines, yields perturbed worst-class accuracy gains in most settings, and preserves clean accuracy across comparisons.

Computation and Language (cs.CL); Artificial Intelligence (cs.AI); Machine Learning (cs.LG)

arXiv:2605.08896 [cs.CL]

(or arXiv:2605.08896v2 [cs.CL] for this version)

https://doi.org/10.48550/arXiv.2605.08896 Focus to learn more arXiv-issued DOI via DataCite

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