arXiv:2509.21263cs.CV2025-09被引 3

用几何先验提升语义匹配的准确性与鲁棒性。

Towards Geometry-Grounded Dense Semantic Matching with VGGT Priors

  • 引入VGGT几何特征,结合双向匹配头增强语义对齐
  • 在少量标注数据下仍实现高精度匹配与流形保持
  • 适合需要精准像素对应的应用,如3D重建、图像合成

语义匹配旨在建立同类别实例间的像素级对应关系,是计算机视觉的基础任务。现有方法存在两大缺陷:(i) 几何模糊性——依赖2D基础模型特征(如Stable Diffusion、DINO)难以区分对称结构,需额外微调且泛化能力差;(ii) 最近邻规则——忽略跨图像遮挡关系,忽视流形保持。为此,我们借鉴3D几何基础模型进展,采用具备几何感知与整体密集匹配能力的VGGT。但直接迁移存在挑战:原设计用于单实例多视角几何匹配,与跨实例语义匹配不匹配,且密集语义标注稀缺。为此,我们提出新方法:(i) 保留VGGT早期特征,微调后期特征,并添加语义头实现双向对应;(ii) 在数据稀缺下通过循环一致性训练、合成数据增强及渐进式训练(含混叠伪影缓解)适配语义匹配。大量实验表明,该方法显著提升几何感知、匹配可靠性与流形保持能力,优于以往基线。

原文摘要 · Abstract (English)

Semantic matching aims to establish pixel-level correspondences between instances of the same category and represents a fundamental task in computer vision. Existing approaches suffer from two limitations: (i) Geometric Ambiguity: Their reliance on 2D foundation model features (e.g., Stable Diffusion, DINO) often fails to disambiguate symmetric structures, requiring extra fine-tuning yet lacking generalization; (ii) Nearest-Neighbor Rule: Their pixel-wise matching ignores cross-image invisibility and neglects manifold preservation. These challenges call for geometry-aware pixel descriptors and holistic dense correspondence mechanisms. Inspired by recent advances in 3D geometric foundation models, we turn to VGGT, which provides geometry-grounded features and holistic dense matching capabilities well aligned with these needs. However, directly transferring VGGT is challenging, as it was originally designed for geometry matching within cross views of a single instance, misaligned with cross-instance semantic matching, and further hindered by the scarcity of dense semantic annotations. To address this, we propose an approach that (i) retains VGGT's intrinsic strengths by reusing early feature stages, fine-tuning later ones, and adding a semantic head for bidirectional correspondences; and (ii) adapts VGGT to the semantic matching scenario under data scarcity through cycle-consistent training strategy, synthetic data augmentation, and progressive training recipe with aliasing artifact mitigation. Extensive experiments demonstrate that our approach achieves superior geometry awareness, matching reliability, and manifold preservation, outperforming previous baselines.

语义匹配几何先验密集对应VGGT

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