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arXiv 2409.09756cs.CV

MesonGS:通过高效属性变换实现3D高斯的训练后压缩

MesonGS: Post-training Compression of 3D Gaussians via Efficient Attribute Transformation

MMLab, The Chinese University of Hong Kong(香港中文大学MMLab实验室);The University of Texas at Austin(德克萨斯大学奥斯汀分校);SIGS & TBSI, Tsinghua University(清华大学深圳国际研究生院与清华-伯克利深圳学院);Peng Cheng Laboratory(鹏城实验室)

Shuzhao Xie, Weixiang Zhang, Chen Tang, Yunpeng Bai, Rongwei Lu, Shijia Ge, Zhi Wang

AI总结:

针对3D Gaussian Splatting文件体积大、现有压缩方法训练耗时长的问题,提出MesonGS训练后压缩编解码器,通过点重要性评估剪枝、属性变换降熵、细粒度量化及微调,在保证渲染质量的同时大幅压缩3D高斯尺寸。

摘要:

3D Gaussian Splatting(3D高斯泼溅)在新视角合成中展现出优异的质量与速度。然而,3D高斯的巨大文件尺寸给传输和存储带来了挑战。现有工作设计紧凑模型来替代3D高斯的庞大体积与属性,并通过密集训练来蒸馏信息,这些工作需要大量训练时间,给实际部署带来了极大阻碍。为此,我们提出MesonGS,一种用于3D高斯训练后压缩的编解码器。首先,我们提出一种同时考虑视角相关和视角无关因素的度量准则,用于评估每个高斯点对渲染输出的影响,从而移除不重要的点。随后,我们通过两种变换降低属性的熵,与后续的熵编码技术配合以提升文件压缩率。具体而言,我们首先用欧拉角替换旋转四元数;接着对关键属性应用区域自适应分层变换以降低熵。最后,我们采用更细粒度的量化以避免过度信息损失。此外,我们设计了一套精心调配的微调方案来恢复质量。大量实验表明,MesonGS在保持具有竞争力的质量的同时,显著减小了3D高斯的尺寸。

英文摘要:

3D Gaussian Splatting demonstrates excellent quality and speed in novel view synthesis. Nevertheless, the huge file size of the 3D Gaussians presents challenges for transmission and storage. Current works design compact models to replace the substantial volume and attributes of 3D Gaussians, along with intensive training to distill information. These endeavors demand considerable training time, presenting formidable hurdles for practical deployment. To this end, we propose MesonGS, a codec for post-training compression of 3D Gaussians. Initially, we introduce a measurement criterion that considers both view-dependent and view-independent factors to assess the impact of each Gaussian point on the rendering output, enabling the removal of insignificant points. Subsequently, we decrease the entropy of attributes through two transformations that complement subsequent entropy coding techniques to enhance the file compression rate. More specifically, we first replace rotation quaternions with Euler angles; then, we apply region adaptive hierarchical transform to key attributes to reduce entropy. Lastly, we adopt finer-grained quantization to avoid excessive information loss. Moreover, a well-crafted finetune scheme is devised to restore quality. Extensive experiments demonstrate that MesonGS significantly reduces the size of 3D Gaussians while preserving competitive quality.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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