基于隐式神经表征的连续伪标签纠偏领域自适应语义分割

R. Gong, Qin Wang, Martin Danelljan, Dengxin Dai, L. Gool
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引用次数: 2

摘要

用于语义分割的无监督域自适应(UDA)旨在利用标记的源域来提高模型在未标记的目标域上的性能。现有的方法通过在未标记的目标域图像上使用伪标签取得了令人印象深刻的进展。然而,由于领域差异而产生的低质量伪标签不可避免地阻碍了适应。这需要有效和准确的方法来估计伪标签的可靠性,以纠正它们。在本文中,我们提出用隐式神经表示估计预测伪标签的校正值。我们把整流值看作是在连续空间域中定义的信号。以图像坐标和附近的深层特征作为输入,预测给定坐标处的整流值作为输出。这使我们能够实现高分辨率和详细的整流值估计,这对于在掩码边界准确生成伪标签尤其重要。然后在我们的校正感知混合模型(RMM)中利用校正后的伪标签进行端到端学习并帮助自适应。我们在不同的UDA基准上展示了我们的方法的有效性,包括从合成到真实和从早到晚。与最先进的方法相比,我们的方法取得了更好的效果。该实现可从https://github.com/ETHRuiGong/IR2F获得。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Continuous Pseudo-Label Rectified Domain Adaptive Semantic Segmentation with Implicit Neural Representations
Unsupervised domain adaptation (UDA) for semantic segmentation aims at improving the model performance on the unlabeled target domain by leveraging a labeled source domain. Existing approaches have achieved impressive progress by utilizing pseudo-labels on the unlabeled target-domain images. Yet the low-quality pseudo-labels, arising from the domain discrepancy, inevitably hinder the adaptation. This calls for effective and accurate approaches to estimating the reliability of the pseudo-labels, in order to rectify them. In this paper, we propose to estimate the rectification values of the predicted pseudo-labels with implicit neural representations. We view the rectification value as a signal defined over the continuous spatial domain. Taking an image coordinate and the nearby deep features as inputs, the rectification value at a given coordinate is predicted as an output. This allows us to achieve high-resolution and detailed rectification values estimation, important for accurate pseudo-label generation at mask boundaries in particular. The rectified pseudo-labels are then leveraged in our rectification-aware mixture model (RMM) to be learned end-to-end and help the adaptation. We demonstrate the effectiveness of our approach on different UDA benchmarks, including synthetic-to-real and day-to-night. Our approach achieves superior results compared to state-of-the-art. The implementation is available at https://github.com/ETHRuiGong/IR2F.
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