提出分层一致性学习框架,提升隐蔽目标检测在未知场景下的适应能力。
Hierarchical Consistency Learning for Test-time Adaptation in Camouflage Perception

- 分层重建与频域分解缓解特征混淆,增强对伪装外观的鲁棒性。
- 在4个隐蔽目标和4个水下物体数据集上均超越现有方法,跨分布性能优异。
- 适合需动态适配新场景的隐蔽目标检测应用,尤其对抗未知伪装模式。
隐蔽目标检测(COD)旨在定位与背景在视觉上差异极小的目标。现有方法受限于训练后冻结的范式,存在领域僵化和标注依赖问题,难以适应场景变化和未见伪装模式。为此,我们提出分层一致性学习(HCL)框架,引入测试时自适应机制实现动态表征重校准。设计分层表示重建(HRR),通过空间重建与双流频域分解协同,缓解特征纠缠,提升对外观同质化的鲁棒性;像素与频谱推理提供结构与上下文先验。进一步引入任务亲和引导(TAG),通过通道级亲和度传播知识,对齐局部判别线索并缓解语义漂移。为保障语义不变性,提出原型一致性校准(PCC),将区域特征聚合成紧凑原型,并建立原型-特征相似性,施加隐式且分层的约束以弥合任务与表征鸿沟。在四个隐蔽目标与四个水下物体基准上,三种退化设置下的大量实验表明,该方法持续优于当前最优方案,凸显其在分布偏移下的鲁棒性与泛化能力。
原文摘要 · Abstract (English)
Camouflaged object detection (COD) aims to localize targets that exhibit minimal perceptual differences from backgrounds through physical attributes. Existing methods, constrained by the static train-then-freeze paradigm, suffer from domain rigidity and annotation dependency, limiting their adaptability to scene variations and unseen camouflage patterns. To overcome these, we propose the hierarchical consistency learning (HCL) framework, which integrates test-time adaptation for dynamic representation recalibration. Specifically, we design the hierarchical representation reconstruction (HRR) to alleviate feature entanglement by synergizing spatial reconstruction with dual-stream frequency-domain decomposition, enhancing robustness against appearance homogenization. The pixel and spectrum inference provide structural and contextual priors. We further introduce task affinity guidance (TAG) to propagate knowledge across branches via channel-wise affinity, aligning local discriminative cues and mitigating semantic drift. To ensure semantic invariance, we formulate the prototype consistency calibration (PCC), which aggregates region features into compact prototypes and establishes prototype-feature similarity. This imposes implicit and hierarchical constraints that bridge task and representation gaps. Extensive experiments across four camouflaged and four underwater object benchmarks, under three degradation settings, demonstrate that our method consistently outperforms state-of-the-art approaches, highlighting its robustness and generalization under distribution shifts.
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