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arXiv 2602.01325eess.IVcs.MM

基于通用高斯模型的统一感兴趣区域图像压缩范式

Unified ROI-based Image Compression Paradigm with Generalized Gaussian Model

Kai Hu, Junfu Tan, Fang Xu, Ramy Samy, Yu Liu

AI总结:

本文提出基于通用高斯模型的统一ROI图像压缩范式,通过灵活建模潜在变量分布提升编码性能。

摘要:

基于感兴趣区域(ROI)的图像压缩通过根据不同区域的语义重要性不均等地分配比特数。这种差异化编码通常导致尖峰且重尾分布。这种分布特征在数学上要求概率模型具有可调节的形状参数以准确描述。然而,现有方法通常使用高斯模型来拟合这种分布,导致编码性能的损失。为了系统分析这种分布对ROI编码的影响,我们开发了一个统一的率失真优化理论范式。在此范式的基础上,我们提出了一种新的通用高斯模型(GGM),以实现潜在变量分布的灵活建模。为了支持GGM的稳定优化,我们引入了有效的可微函数,并进一步提出动态下界以缓解训练-测试不匹配。此外,有限差分被引入以在GGM拟合分布后解决梯度计算。在COCO2017上的实验表明,我们的方法在ROI重建和下游任务(如分割、目标检测)中均达到最先进的水平。此外,与经典概率模型相比,我们的GGM对特征分布的拟合更加精确,并实现了更优越的编码性能。项目页面位于https://github.com/hukai-tju/ROIGGM。

英文摘要:

Region-of-Interest (ROI)-based image compression allocates bits unevenly according to the semantic importance of different regions. Such differentiated coding typically induces a sharp-peaked and heavy-tailed distribution. This distribution characteristic mathematically necessitates a probability model with adaptable shape parameters for accurate description. However, existing methods commonly use a Gaussian model to fit this distribution, resulting in a loss of coding performance. To systematically analyze the impact of this distribution on ROI coding, we develop a unified rate-distortion optimization theoretical paradigm. Building on this paradigm, we propose a novel Generalized Gaussian Model (GGM) to achieve flexible modeling of the latent variables distribution. To support stable optimization of GGM, we introduce effective differentiable functions and further propose a dynamic lower bound to alleviate train-test mismatch. Moreover, finite differences are introduced to solve the gradient computation after GGM fits the distribution. Experiments on COCO2017 demonstrate that our method achieves state-of-the-art in both ROI reconstruction and downstream tasks (e.g., Segmentation, Object Detection). Furthermore, compared to classical probability models, our GGM provides a more precise fit to feature distributions and achieves superior coding performance. The project page is at https://github.com/hukai-tju/ROIGGM.

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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