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ニューラル・マイントにおけるカナリア:画像分類器の静かで自信に満ちた失敗を捉える

arXiv:2610.33063v1 発表タイプ:新規 要旨:展開された視覚モデルは、確信度の高い予測を自動的に受け入れるため、高確信度の誤りが静かに拡散してしまう。標準的な故障予測手法である最大ソフトマックス確率(MSP)には構造上の盲点がある。すなわち、分類器ヘッドから読み取られるスカラー値として、その確信度勾配に直交する特徴量の変動に対して一階的には無感覚である。特徴空間上の検出器に関する要因分析を通じて、それらがMSPを補完できない理由を説明する条件付き冗長性原理を特定した。すなわち、それらが測定するクラス間分離の幾何学的特性は既にMSPに符号化されており、融合によって崩壊してしまうのだ。そこで生き残る信号は、マンフォルド外の残留成分におけるクラス条件付き典型性であり、さらにこの残留成分の分布はバックボーンによって異なり、ほぼ正規分布から重い裾部まで多様である。

翻訳待ちです。完了すると自動更新されます。

Abstract:Deployed vision models auto-accept confident predictions, so high-confidence errors propagate silently. Maximum Softmax Probability (MSP), the standard failure predictor, has a structural blind spot: as a scalar read from the classifier head, it is first-order blind to feature variation orthogonal to its confidence gradient. Through a factorial analysis of feature-space detectors, we identify a conditional-redundancy principle explaining why they fail to complement MSP: the class-separability geometry they measure is already encoded in MSP and collapses under fusion. The signal that survives is class-conditional typicality on the off-manifold residual---and because this residual's distribution varies by backbone, from near-Gaussian to heavy-tailed, it must be estimated non-parametrically. We instantiate these findings as CANARY, a training-free detector that computes a per-class kNN distance on the PCA residual of the penultimate feature, percentile-calibrates it on validation data, and fuses it with MSP through a single validation-tuned weight. CANARY's benefit follows a headroom law: gains grow as baseline MSP quality falls, so a single clean-validation number forecasts the improvement. With every parameter selected on in-distribution data alone, CANARY matches or improves 382 of 385 shift cells (e-AURC; 379 on AUROC) across five backbones, with worst-case regression within seed noise ($-0.0002$ AUROC) and the largest gains on natural distribution shifts (ImageNet-A/R, ObjectNet)---where deployed models are most exposed.

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arXiv cs.CV
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