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arXiv 2502.20161eess.IVcs.CV

学习图像压缩中的平衡率失真优化

Balanced Rate-Distortion Optimization in Learned Image Compression

Elmore Family School of Electrical and Computer Engineering, Purdue University(普渡大学埃尔莫尔电气与计算机工程学院)

Yichi Zhang, Zhihao Duan, Yuning Huang, Fengqing Zhu

AI总结:

本文将学习图像压缩的率失真优化重构为多目标优化,提出由粗到细梯度下降与等式约束二次规划两种平衡策略,分别用于从零训练和微调,以约 2% BD-Rate 降低提升 R-D 性能。

摘要:

使用深度学习架构的学习图像压缩(LIC)已取得显著进展,但标准率失真(R-D)优化常因率目标与失真目标的不同梯度而遭遇更新不平衡。这种不平衡会导致次优优化,使其中一个目标占据主导,从而降低整体压缩效率。为应对该挑战,我们将 R-D 优化重新表述为多目标优化(MOO)问题,并提出两种平衡 R-D 优化策略,通过自适应调整梯度更新,在率和失真两方面实现更公平的改善。所提出的第一种策略沿标准 R-D 优化轨迹采用由粗到细的梯度下降方法,因此特别适合从零开始训练 LIC 模型。第二种策略以解析方式将重新表述后的优化作为带等式约束的二次规划问题处理,非常适合微调现有模型。实验结果表明,两种提出的方法均提升了 LIC 模型的 R-D 性能,在可接受的额外训练成本下实现约 2% 的 BD-Rate 降低,带来更平衡、更高效的优化过程。代码将在 https://gitlab.com/viper-purdue/Balanced-RD 提供。

英文摘要:

Learned image compression (LIC) using deep learning architectures has seen significant advancements, yet standard rate-distortion (R-D) optimization often encounters imbalanced updates due to diverse gradients of the rate and distortion objectives. This imbalance can lead to suboptimal optimization, where one objective dominates, thereby reducing overall compression efficiency. To address this challenge, we reformulate R-D optimization as a multi-objective optimization (MOO) problem and introduce two balanced R-D optimization strategies that adaptively adjust gradient updates to achieve more equitable improvements in both rate and distortion. The first proposed strategy utilizes a coarse-to-fine gradient descent approach along standard R-D optimization trajectories, making it particularly suitable for training LIC models from scratch. The second proposed strategy analytically addresses the reformulated optimization as a quadratic programming problem with an equality constraint, which is ideal for fine-tuning existing models. Experimental results demonstrate that both proposed methods enhance the R-D performance of LIC models, achieving around a 2\% BD-Rate reduction with acceptable additional training cost, leading to a more balanced and efficient optimization process. Code will be available at https://gitlab.com/viper-purdue/Balanced-RD.

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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