arXiv:2601.20769eess.IVcs.LG2026-01被引 3

用二阶优化提升图像压缩训练效率与模型鲁棒性

Leveraging Second-Order Curvature for Efficient Learned Image Compression: Theory and Empirical Evidence

  • 引入准牛顿优化器SOAP,缓解率失真目标的梯度冲突
  • 训练速度加快,最终压缩性能显著提升
  • 优化后模型更抗量化,适合实际部署

训练学习型图像压缩(LIC)模型需在率失真之间权衡,标准一阶优化器如SGD和Adam因梯度冲突导致收敛慢、性能差。本文证明,简单使用二阶拟牛顿优化器SOAP,能显著提升多种LIC的训练效率和最终性能。理论与实证分析表明,牛顿预处理可有效化解率失真目标中的步骤内与跨步骤更新冲突,实现更快更稳定的收敛。此外,二阶训练模型激活值与潜在表示的异常点显著减少,极大增强对训练后量化的鲁棒性。这些结果表明,第二阶优化可通过无缝替换现有优化器,成为提升LIC效率与实际可用性的强大实用工具。

原文摘要 · Abstract (English)

Training learned image compression (LIC) models entails navigating a challenging optimization landscape defined by the fundamental trade-off between rate and distortion. Standard first-order optimizers, such as SGD and Adam, struggle with \emph{gradient conflicts} arising from competing objectives, leading to slow convergence and suboptimal rate-distortion performance. In this work, we demonstrate that a simple utilization of a second-order quasi-Newton optimizer, \textbf{SOAP}, dramatically improves both training efficiency and final performance across diverse LICs. Our theoretical and empirical analyses reveal that Newton preconditioning inherently resolves the intra-step and inter-step update conflicts intrinsic to the R-D objective, facilitating faster, more stable convergence. Beyond acceleration, we uncover a critical deployability benefit: second-order trained models exhibit significantly fewer activation and latent outliers. This substantially enhances robustness to post-training quantization. Together, these results establish second-order optimization, achievable as a seamless drop-in replacement of the imported optimizer, as a powerful, practical tool for advancing the efficiency and real-world readiness of LICs.

图像压缩二阶优化量化鲁棒性

Thank you to arXiv for use of its open access interoperability. PaperDance 不是 arXiv 官方产品;中文卡片由大模型生成,请以原文为准。