提出新方法提升真实场景去雾效果,无需修改主干网络
Backbone-Agnostic Stochastic Perturbation Learning for End-to-End Real-World Image Dehazing

- 用可学习的随机扰动模块动态调节特征响应
- 结合先验信息重建图像,保持雾霾形成过程一致性
- 适合想快速提升现有去雾模型性能的研究者
真实世界成对图像去雾仍具挑战,因雾霾退化具有空间非均匀性、光照依赖性和物理模糊性,即使有无雾参考图像。现有端到端恢复网络通常学习从有雾观测到清洁目标的确定性映射,而退化敏感特征响应、逆向雾霾形成一致性以及跨域负样本结构尚未充分挖掘。本文提出一种即插即用的去雾框架——骨干无关随机扰动学习(BSPL)。首先引入可学习的随机扰动调制器(LSPM),学习输入相关的通道与空间扰动分布,并将特征响应差异转化为自适应调制权重。随后设计先验引导的扰动重建模块(PPRM),利用学习到的瓶颈扰动及透射率与大气光先验,从恢复结果重构有雾图像并强制退化一致性。此外,提出双空间域多样化分布感知对比损失(D³CL),以真实世界和合成负样本正则化清洁恢复与有雾重构空间。在五个真实世界成对基准测试上,BSPL能稳定提升多个代表性骨干网络性能,仅带来微小推理开销。
原文摘要 · Abstract (English)
Real-world paired image dehazing remains challenging because haze degradation is spatially non-uniform, illumination-dependent, and physically ambiguous even when haze-free references are available. Existing end-to-end restoration networks usually learn a deterministic mapping from a hazy observation to a clean target, while degradation-sensitive feature responses, reverse haze-formation consistency, and cross-domain negative structure remain insufficiently exploited. In this paper, we propose Backbone-Agnostic Stochastic Perturbation Learning (BSPL), a plug-and-play framework for end-to-end real-world image dehazing. BSPL first introduces a Learnable Stochastic Perturbation Modulator (LSPM), which learns input-conditioned channel-wise and spatial-wise perturbation distributions and converts the resulting feature-response discrepancies into adaptive modulation weights. It then develops a Prior-informed Perturbation-guided Reconstruction Module (PPRM), which reuses the learned bottleneck perturbations together with transmission and atmospheric-light priors to reconstruct the hazy observation from the restored result and enforce degradation consistency. Furthermore, we propose a Dual-space Domain-diversified Distribution-aware Contrastive Loss ($D^3$CL) to regularize both clean restoration and hazy reconstruction spaces with real-world and synthetic negatives. Experiments on five real-world paired benchmarks show that BSPL consistently improves multiple representative backbones with only marginal additional inference overhead.
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