arXiv:2606.31373cs.CV2026-06

提出双流循环优化框架,解决目标检测域适应中的伪标签不靠谱问题。

Domain Adaptive Object Detection via Dual-Stream Bilevel-Cycle Optimization

论文配图:Domain Adaptive Object Detection via Dual-Stream Bilevel-Cycle Optimization
图 1 · 摘自论文原文
  • 分两路分别优化分类与回归,用双层循环提升伪标签可靠性。
  • 在四个跨域场景上达到领先性能,尤其在复杂标注条件下表现稳定。
  • 适合做无监督域适应的目标检测研究者参考。

循环自训练(CST)打破了标准自训练框架中共享分类器的假设,在无监督域适应中有效利用目标域未标注数据,通过目标域伪标签进行训练。CST引入目标域分类器并采用内外层循环更新策略,缓解了伪标签不可靠的问题,使伪标签具备跨域泛化能力。尽管在图像分类中表现成功,将其拓展至目标检测面临三大挑战:第一,CST在目标检测中的上限受三类不可靠伪标签限制——仅分类错误、仅定位错误及其组合;第二,由于需检测多个目标,直接应用CST会导致训练不稳定;第三,回归坐标数值范围更广,引发损失爆炸。为此,本文将CST同时应用于分类与回归,提出双流双层循环优化框架。具体地,基于均值教师(Mean Teacher)构建CST以抑制训练不稳定性,并引入额外归一化将回归边界框映射到标准化空间,有效缓解损失爆炸问题。同时,给出了回归边界的理论推导。在四个标准跨域检测场景上的大量实验表明,该框架取得显著成果。

原文摘要 · Abstract (English)

Cycle self-training (CST) breaks the shared classifier assumption of the standard self-training framework, which is effective for unsupervised domain adaptation and exploits unlabeled target data by training with target pseudo-labels. CST introduces a target classifier and employs an inner-outer loop updating strategy, addressing the issue of unreliable pseudo-labels and enabling pseudo-labels to generalize across domains. Despite its success in image classification, extending CST to object detection faces three main challenges. First, the upper bound of CST in object detection is constrained by three types of unreliable pseudo-labels, such as classification error alone, localization error alone, and their combination. Second, since object detection involves detecting multiple target objects, directly applying CST leads to training insta bility. Third, a wider numerical range of regression coordinates leads to exploding losses. To this end, we apply CST to both classification and regression and propose the Dual-Stream Bilevel-Cycle Optimization framework. Specifically, we construct CST upon Mean Teacher to prevent training instability and use extra normalization to map the regression bounding box into a standardized space, effectively addressing exploding losses. Also, we provide a theoretical derivation of the regression bound. Extensive experiments across four cross domain standard scenarios demonstrate that our framework achieves considerable results.

目标检测域适应自训练双流网络

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