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重新审视自监督3D几何学习中的不对称性

Rethinking Asymmetry in Self-Supervised 3D Geometry Learning

Gyeongjin Kang · Freeman Cheng · Botao Ye · Weijie Lyu · Ming-Hsuan Yang · Eunbyung Park

中文摘要

自监督学习依赖模型观察内容与需解释内容之间的不对称性。近期方法从无位姿图像中学习3D几何,通过预测相机与场景结构再渲染留出视角。为避免平凡解,这些方法在输入空间施加不对称性,用独立分支或掩码注意力限制视角交互。本文以几何精度而非渲染质量为主要目标重新审视该设计。当留出视角位于上下文视角之间时,上下文已约束其观测到的几何。因此将不对称性施加于3D表示空间,仅将留出视角排除在重建场景之外,而共享骨干网络利用所有视角建立对应关系。相比输入空间设计,该方法提升了深度与位姿估计。进一步利用视角密度:稀疏与稠密观测描绘同一场景但提供不同数量的对应关系。将稀疏上下文特征与稠密上下文特征对齐,可在渲染之外提供几何训练信号,无需预训练几何教师。另外将特征与冻结的视觉基础模型对齐,带来额外增益。这些信号均无需几何标注,所得模型在几何估计上优于先前自监督方法。控制实验分离了各组件贡献,自监督预训练也改善了后续监督训练。

关键要点

  1. 01问题:现有方法在输入空间施加不对称性,以渲染质量为目标,限制了几何精度提升。
  2. 02方法:将不对称性移至3D表示空间,共享骨干用全部视角建立对应,仅留出视角不参与场景重建。
  3. 03方法:对齐稀疏与稠密上下文特征提供几何训练信号,并与冻结视觉基础模型特征对齐。
  4. 04结果:深度与位姿估计优于输入空间设计及先前自监督方法,且无需几何标注。
  5. 05结果:自监督预训练可改善后续监督训练,控制实验分离了各组件贡献。

解读

尚无解读。

原始英文摘要

arXiv:2610.42092v1 Announce Type: new Abstract: Self-supervised learning relies on asymmetry between what a model observes and what it must explain. Recent methods learn 3D geometry from unposed images by predicting cameras and scene structure, then rendering held-out views. To avoid trivial solutions, they impose this asymmetry in the input space, restricting how views interact through separate branches or masked attention. We revisit this design with geometric accuracy, rather than rendering quality, as the main objective. When a held-out view lies between context views, the context already constrains the geometry it observes. We therefore impose the asymmetry in the 3D representation space, excluding held-out views only from the reconstructed scene while a shared backbone uses all views for correspondence. This improves depth and pose estimation over input-space designs. We further exploit view density: sparse and dense observations depict the same scene but provide different amounts of correspondence. Aligning sparse-context features with dense-context features supplies a geometric training signal alongside rendering, without a pretrained geometric teacher. We additionally align features with a frozen vision foundation model, which brings further gains. None of these signals requires geometric annotation, and the resulting model improves geometry estimation over prior self-supervised methods. Controlled experiments isolate the contribution of each component, and self-supervised pretraining also improves subsequent supervised training.

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