论文精选

TopoTTA:测试时自适应实现拓扑感知的异常分割

Learning Topology-Aware Representations via Test-Time Adaptation for Anomaly Segmentation

精选理由

这篇论文把拓扑数据分析用到异常分割的测试时自适应里,六个基准上F1平均涨了15%,尤其擅长处理有复杂形状的缺陷,很实用。

AI 摘要

现有测试时自适应方法在异常分割中依赖像素级启发式,难以保持结构一致性。TopoTTA将持续同调集成到TTA流程,通过多层次立方复形滤波生成拓扑伪标签,避免原始分数阈值化。在MVTec AD、VisA、Real-IAD、MVTec 3D-AD、AnomalyShapeNet和MVTec LOCO六个基准上,TopoTTA平均F1提升15%,对复杂几何异常增益最大。该方法无需重训练骨干网络,兼容2D和3D模态。

原文 · arXiv cs.AI

Learning Topology-Aware Representations via Test-Time Adaptation for Anomaly Segmentation

Test-time adaptation (TTA) has emerged as a promising paradigm for mitigating distribution shifts in deep models. However, existing TTA approaches for anomaly segmentation remain limited by their reliance on pixel-level heuristics, such as confidence thresholding or entropy minimisation, which fail to preserve structural consistency under noise and texture variation. Moreover, they typically treat anomaly maps as flat intensity fields, ignoring the higher-order spatial relationships that characterise complex defect geometries. We introduce TopoTTA (Topological Test-Time Adaptation), a novel framework that integrates persistent homology, a tool from topological data analysis, into the TTA pipeline to enforce geometric and structural coherence during adaptation. By applying multi-level cubical complex filtration to anomaly score maps, TopoTTA derives robust topological pseudo-labels that guide a lightweight test-time classifier, enhancing segmentation quality without retraining the backbone model. The approach avoids reliance on method-specific raw-score thresholding for mask binarisation, preserves connectivity, and generalises across both 2D and 3D modalities. Extensive experiments across six standard benchmarks (MVTec AD, VisA, Real-IAD, MVTec 3D-AD, AnomalyShapeNet, and MVTec LOCO) demonstrate an average 15% F1 improvement over state-of-the-art unsupervised anomaly detection and segmentation methods, with the largest gains on anomalies exhibiting complex geometric or structural variations. These findings suggest that integrating topological reasoning into test-time adaptation provides a principled route to structure-aware generalisation, bridging the gap between geometric learning and robust adaptation.