arXiv:2511.22052cs.CVphysics.optics2025-11

提出三重物理约束模型,提升低光图像增强效果。

TPCNet: Triple physical constraints for Low-light Image Enhancement

  • 基于库贝卡-芒克理论重构光照反射关系,建模镜面反射。
  • 在特征空间构建三重物理约束,提升图像亮度与色彩一致性。
  • 无需新增参数,在10个数据集上超越现有方法。

低光图像增强是提升图像对比度、减少色偏和噪声的关键计算机视觉任务。现有可解释深度学习方法多以Retinex理论为基础,但以往基于Retinex的方法将物体反射视为理想漫反射,忽略镜面反射,且在图像空间构建物理约束,限制了模型泛化能力。为此,本文保留镜面反射系数,基于Kubelka-Munk理论重新构建成像过程中的物理约束,建立光照、反射与检测间的约束关系,即三重物理约束(TPC)理论。在此基础上,将物理约束引入模型特征空间,构建TPCNet。大量定量与定性基准测试及消融实验表明,该约束有效提升性能指标与视觉质量,且不增加新参数。TPCNet在10个数据集上优于当前主流方法。

原文摘要 · Abstract (English)

Low-light image enhancement is an essential computer vision task to improve image contrast and to decrease the effects of color bias and noise. Many existing interpretable deep-learning algorithms exploit the Retinex theory as the basis of model design. However, previous Retinex-based algorithms, that consider reflected objects as ideal Lambertian ignore specular reflection in the modeling process and construct the physical constraints in image space, limiting generalization of the model. To address this issue, we preserve the specular reflection coefficient and reformulate the original physical constraints in the imaging process based on the Kubelka-Munk theory, thereby constructing constraint relationship between illumination, reflection, and detection, the so-called triple physical constraints (TPCs)theory. Based on this theory, the physical constraints are constructed in the feature space of the model to obtain the TPC network (TPCNet). Comprehensive quantitative and qualitative benchmark and ablation experiments confirm that these constraints effectively improve the performance metrics and visual quality without introducing new parameters, and demonstrate that our TPCNet outperforms other state-of-the-art methods on 10 datasets.

低光增强物理模型Retinex特征空间

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。