arXiv:2502.11726cs.CV2025-02被引 2

无需参考点云,仅通过几何特征评估质量,提升3D重建等应用的评价精度。

No-reference geometry quality assessment for colorless point clouds via list-wise rank learning

  • 将无参考几何质量评估建模为列表级排序问题,直接优化整体质量顺序。
  • 构建了包含多种几何失真、无标签但有排序信息的大规模数据集(LRL dataset)。
  • 可输出相对质量排序,也可微调获得绝对评分,适合点云压缩与重建场景。

无参考几何质量评估(GQA)对新兴点云技术(如水印、压缩、三维重建)的性能评价至关重要。现有客观方法多为全参考度量,而当前主流学习型点云质量评估方法同时考虑颜色与几何失真,无法满足无参考纯几何评估需求。此外,缺乏带主观评分的大规模无参考几何质量数据集,且主观评分常存在不准确、偏差和不一致问题,制约了学习型方法的发展。针对上述挑战,本文提出基于列表级排序学习的无参考几何质量评估方法LRL-GQA,包含几何质量评估网络(GQANet)与列表级排序学习网络(LRLNet)。LRL-GQA将无参考GQA建模为列表级排序任务,以直接优化整体质量排序。首先构建包含多种几何失真、无标签但含质量排序信息的LRL数据集;其次,GQANet提取点云的多尺度局部几何特征以预测质量指数;最后,LRLNet利用该数据集与似然损失训练并根据失真程度对输入点云列表进行排序。此外,预训练的GQANet可进一步微调以获得绝对质量评分。实验表明,所提方法在无参考条件下显著优于现有全参考度量。

原文摘要 · Abstract (English)

Geometry quality assessment (GQA) of colorless point clouds is crucial for evaluating the performance of emerging point cloud-based solutions (e.g., watermarking, compression, and 3-Dimensional (3D) reconstruction). Unfortunately, existing objective GQA approaches are traditional full-reference metrics, whereas state-of-the-art learning-based point cloud quality assessment (PCQA) methods target both color and geometry distortions, neither of which are qualified for the no-reference GQA task. In addition, the lack of large-scale GQA datasets with subjective scores, which are always imprecise, biased, and inconsistent, also hinders the development of learning-based GQA metrics. Driven by these limitations, this paper proposes a no-reference geometry-only quality assessment approach based on list-wise rank learning, termed LRL-GQA, which comprises of a geometry quality assessment network (GQANet) and a list-wise rank learning network (LRLNet). The proposed LRL-GQA formulates the no-reference GQA as a list-wise rank problem, with the objective of directly optimizing the entire quality ordering. Specifically, a large dataset containing a variety of geometry-only distortions is constructed first, named LRL dataset, in which each sample is label-free but coupled with quality ranking information. Then, the GQANet is designed to capture intrinsic multi-scale patch-wise geometric features in order to predict a quality index for each point cloud. After that, the LRLNet leverages the LRL dataset and a likelihood loss to train the GQANet and ranks the input list of degraded point clouds according to their distortion levels. In addition, the pre-trained GQANet can be fine-tuned further to obtain absolute quality scores. Experimental results demonstrate the superior performance of the proposed no-reference LRL-GQA method compared with existing full-reference GQA metrics.

点云质量评估无参考几何分析排序学习

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