用概率融合方法提升复杂场景的3D全景分割精度
PCF-Lift: Panoptic Lifting by Probabilistic Contrastive Fusion
- 通过高斯分布建模不确定性特征,融合多视角信息
- 在ScanNet和Messy Room上提升4.4%场景级分割精度
- 适合处理噪声大或错误频发的2D分割结果
全景抬升(Panoptic Lifting)通过将多视角2D全景分割结果映射到3D场景来解决3D全景分割任务。然而其效果高度依赖2D分割质量,复杂场景中因分割噪声和实例ID不一致导致性能显著下降。本文提出基于概率对比融合(PCF)的PCF-Lift框架,在整个流程中嵌入概率特征表示,主动应对不准确的分割与不一致的实例编号。技术上,采用多元高斯分布建模概率特征嵌入;引入概率乘积核改进对比损失,并设计跨视角约束以增强特征一致性;推理阶段提出新的概率聚类方法,实现原型特征与3D实例的有效关联,生成一致的全景分割结果。进一步提供理论分析证明所提概率方案的优势。大量实验表明,PCF-Lift在ScanNet和挑战性更强的Messy Room数据集上均显著优于现有方法,场景级分割精度(PQ)提升4.4%;且对不同2D分割模型及人工添加噪声具有强鲁棒性。
原文摘要 · Abstract (English)
Panoptic lifting is an effective technique to address the 3D panoptic segmentation task by unprojecting 2D panoptic segmentations from multi-views to 3D scene. However, the quality of its results largely depends on the 2D segmentations, which could be noisy and error-prone, so its performance often drops significantly for complex scenes. In this work, we design a new pipeline coined PCF-Lift based on our Probabilis-tic Contrastive Fusion (PCF) to learn and embed probabilistic features throughout our pipeline to actively consider inaccurate segmentations and inconsistent instance IDs. Technical-wise, we first model the probabilistic feature embeddings through multivariate Gaussian distributions. To fuse the probabilistic features, we incorporate the probability product kernel into the contrastive loss formulation and design a cross-view constraint to enhance the feature consistency across different views. For the inference, we introduce a new probabilistic clustering method to effectively associate prototype features with the underlying 3D object instances for the generation of consistent panoptic segmentation results. Further, we provide a theoretical analysis to justify the superiority of the proposed probabilistic solution. By conducting extensive experiments, our PCF-lift not only significantly outperforms the state-of-the-art methods on widely used benchmarks including the ScanNet dataset and the challenging Messy Room dataset (4.4% improvement of scene-level PQ), but also demonstrates strong robustness when incorporating various 2D segmentation models or different levels of hand-crafted noise.
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