Noisy Universal Domain Adaptation via Divergence Optimization for Visual Recognition
This addresses a realistic scenario for visual recognition where labeled source data is noisy, improving domain adaptation robustness for applications with limited clean data.
The paper tackles the problem of universal domain adaptation with noisy source labels, proposing a multi-head CNN framework that detects noisy samples, identifies unknown classes, and aligns domain distributions by optimizing classifier divergence. The method outperforms existing approaches in most settings, as validated through thorough analysis.
To transfer the knowledge learned from a labeled source domain to an unlabeled target domain, many studies have worked on universal domain adaptation (UniDA), where there is no constraint on the label sets of the source domain and target domain. However, the existing UniDA methods rely on source samples with correct annotations. Due to the limited resources in the real world, it is difficult to obtain a large amount of perfectly clean labeled data in a source domain in some applications. As a result, we propose a novel realistic scenario named Noisy UniDA, in which classifiers are trained using noisy labeled data from the source domain as well as unlabeled domain data from the target domain that has an uncertain class distribution. A multi-head convolutional neural network framework is proposed in this paper to address all of the challenges faced in the Noisy UniDA at once. Our network comprises a single common feature generator and multiple classifiers with various decision bounds. We can detect noisy samples in the source domain, identify unknown classes in the target domain, and align the distribution of the source and target domains by optimizing the divergence between the outputs of the various classifiers. The proposed method outperformed the existing methods in most of the settings after a thorough analysis of the various domain adaption scenarios. The source code is available at \url{https://github.com/YU1ut/Divergence-Optimization}.