arXiv:2605.18006eess.IVcs.CV2026-05

基于学习的帧间预测编码,提升激光雷达点云压缩效率

Inter-LPCM: Learning-based Inter-Frame Predictive Coding for LiDAR Point Cloud Compression

论文配图:Inter-LPCM: Learning-based Inter-Frame Predictive Coding for LiDAR Point Cloud Compression
图 1 · 摘自论文原文
  • 用学习模型预测相邻帧的半径与仰角,捕捉复杂运动模式
  • 在公开数据集上比现有方法平均节省18.3%码率,保真度更高
  • 适合需要高效点云传输的自动驾驶、三维重建场景

由于激光雷达传感器以固定角分辨率采集点云,其数据可在球坐标系中系统性参数化并高效压缩。基于球坐标的点云压缩方法已展现出优异的率失真性能,其中几何编解码标准(G-PCC)中的预测几何编码(PredGeom)是典型代表。尽管PredGeom包含帧间预测模式,但依赖简单线性模型,难以捕捉复杂运动和结构依赖关系。现有球域学习压缩方法也未利用帧间相关性降低几何冗余。为此,本文提出一种基于学习的帧间预测编码方法Inter-LPCM。针对方位角预测,采用基于预设角分辨率的差分编码策略;为提升半径压缩效率,引入跨帧半径预测(Inter-RP)模型,利用当前帧与配准参考帧中邻近点估计当前点半径;同时设计轻量级注意力预测模型(LAEP),通过捕捉不同坐标间的长程几何相关性预测仰角。量化方面,提出率失真优化的量化步长选择方法;熵编码则为每个球坐标分量设计独立模型,适配各分量的统计先验,实现更精准的概率估计。源代码已公开于 https://github.com/SDUChangSun/Inter-LPCM

原文摘要 · Abstract (English)

Because LiDAR sensors acquire point clouds with a fixed angular resolution, the resulting data can be systematically parameterized and efficiently compressed in the spherical coordinate system. Traditional spherical coordinate-based point cloud compression methods have demonstrated strong rate-distortion (RD) performance, with the predictive geometry coding (PredGeom) method in the geometry-based point cloud compression (G-PCC) standard being a prominent example. Although PredGeom includes an inter-frame prediction mode, it relies on a simple linear model, which limits its ability to capture complex motion patterns and structural dependencies. Meanwhile, existing learning-based compression methods in the spherical domain do not exploit inter-frame correlations to reduce geometry redundancy. To address these limitations, we propose a learning-based inter-frame predictive coding method, termed Inter-LPCM. For azimuth prediction, we employ a delta coding strategy based on the predefined angular resolution. To improve radius compression, we introduce an inter-frame radius predictive (Inter-RP) model that estimates the current point's radius using neighboring points from both the current frame and the registered reference frame. In addition, we design a lightweight attention-based prediction (LAEP) model to predict elevation angles by capturing long-range geometric correlations across different coordinates. For quantization, we propose an RD-optimized method to select quantization steps in the spherical coordinate system. For entropy coding, we design distinct models for each spherical coordinate component. These models are adapted to the statistical priors of each coordinate, enabling more accurate probability estimation. Our source code is publicly available at https://github.com/SDUChangSun/Inter-LPCM

点云压缩激光雷达学习编码球坐标

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