逐步选择和剔除伪标记样本,实现开放集域自适应

Qian Wang;Fanlin Meng;Toby P. Breckon
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摘要

域自适应利用已标注的源数据和未标注的目标数据,解决目标域的图像分类问题。通常,源域和目标域共享相同的类集。作为一种特例,开放集域适应(OSDA)假定目标域中存在额外的类,但源域中并不存在。为了解决这样的域适应问题,我们提出的方法使用一种新颖的开放集局部保存投影(OSLPP)算法来学习源域和目标域的判别性共同子空间。源域和目标域数据在学习到的公共空间中按类对齐。为了处理开放集分类问题,我们的方法会逐步选择目标样本作为已知类进行伪标注,如果检测到异常值为未知类,则将其剔除,剩下的目标样本则作为不确定类。公共子空间学习算法 OSLPP 同时将标记的源数据和伪标记的目标数据从已知类别中对齐,并将拒绝的目标数据推离已知类别。在迭代学习框架中,公共子空间学习和伪标签样本选择/剔除相互促进,在 Office-31、Office-Home、VisDA17 和 Syn2Real-O 四个基准数据集上取得了最先进的性能,开放集识别准确率(HOS)的平均谐波平均值分别为 87.6%、67.0%、76.1% 和 65.6%。
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Progressively Select and Reject Pseudolabeled Samples for Open-Set Domain Adaptation
Domain adaptation solves image classification problems in the target domain by taking advantage of the labeled source data and unlabeled target data. Usually, the source and target domains share the same set of classes. As a special case, open-set domain adaptation (OSDA) assumes there exist additional classes in the target domain but are not present in the source domain. To solve such a domain adaptation problem, our proposed method learns discriminative common subspaces for the source and target domains using a novel open-set locality preserving projection (OSLPP) algorithm. The source and target domain data are aligned in the learned common spaces classwise. To handle the open-set classification problem, our method progressively selects target samples to be pseudolabeled as known classes, rejects the outliers if they are detected as unknown classes, and leaves the remaining target samples as uncertain. The common subspace learning algorithm OSLPP simultaneously aligns the labeled source data and pseudolabeled target data from known classes and pushes the rejected target data away from the known classes. The common subspace learning and the pseudolabeled sample selection/rejection facilitate each other in an iterative learning framework and achieve state-of-the-art performance on four benchmark datasets Office-31, Office-Home, VisDA17, and Syn2Real-O with the average harmonic mean of open-set recognition accuracy (HOS) of 87.6%, 67.0%, 76.1%, and 65.6%, respectively.
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