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BlindPSNR:一种用于低光照图像增强的无参考保真度预测器

BlindPSNR: A No-Reference Fidelity Predictor for Low-Light Image Enhancement

Mingzhe Lyu, Jinqiang Cui, Hong Zhang

arXiv 2607.27628首次发表:更新:

发表机构

Southern University of Science and Technology; Pengcheng Laboratory(南方科技大学; 鹏城实验室)

机构由 AI 辅助整理,请以论文原文为准。

AI 中文总结

针对低光照图像增强无参考PSNR预测的空白,提出轻量级网络BlindPSNR,融合增强图像与低光照输入并通过异方差回归估计PSNR,大幅提升参数选择准确率且可泛化至未见数据集。

AI 中文摘要

低光照图像增强(LLIE)方法包含可调参数,这些参数通常是固定的,跨场景应用时往往会导致性能下降。然而手动选择最佳配置既耗时又不总是可行。峰值信噪比(PSNR)是用于自动参数选择的天然保真度准则,但它需要通常不可用的真实参考。据我们所知,尚无基于学习的方法解决低光照图像增强的无参考PSNR预测问题;天然替代方案无参考图像质量评估(NR-IQA)针对感知质量而非信号保真度,我们测试的7个基线在我们的基准上均达到0%的top-1选择准确率。利用配对训练数据,真实PSNR可解析计算,无需单独的教师网络即可提供精确监督。基于此,我们提出BlindPSNR,一种轻量级无参考网络,它通过窗口交叉注意力融合增强图像与退化的低光照输入,并通过异方差回归估计PSNR。标量回归基线的top-1准确率为54.4%,而BlindPSNR将其提升至89.5%,遗憾值从1.62 dB降至0.026 dB,且能泛化到未见数据集(SRCC=0.61-0.67)。

英文摘要

Low-light image enhancement (LLIE) methods involve tunable parameters that are typically fixed, often leading to performance degradation when applied across scenes. Manually selecting the best configuration, however, can be time-consuming and not always practical. Peak signal-to-noise ratio (PSNR) is the natural fidelity criterion for automating parameter selection, yet it requires a ground-truth reference that is typically unavailable. To our knowledge, no learning-based method addresses no-reference PSNR prediction for low-light image enhancement; the natural surrogate, no-reference image quality assessment (NR-IQA), targets perceptual quality rather than signal fidelity, and all seven baselines we test achieve 0% top-1 selection accuracy on our benchmark. With paired training data, the ground-truth PSNR is analytically computable, providing exact supervision without a separate teacher network. Building on this, we propose BlindPSNR, a lightweight no-reference network that fuses the enhanced image with the degraded low-light input via windowed cross-attention and estimates PSNR through heteroscedastic regression. While a scalar-regression baseline achieves top-1 accuracy of 54.4%, BlindPSNR raises this to 89.5% with regret dropping from 1.62 dB to 0.026 dB, and generalizes to unseen datasets (SRCC = 0.61-0.67).

论文原文

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