Exploring Conditional Shifts for Domain Generalization
Abstract: Learning a domain-invariant representation has become one of the most popular approaches for domain adaptation/generalization.
In this paper, we show that the invariant representation may not be sufficient to guarantee a good generalization, where the \textbf{labeling function shift} should be taken into consideration. Inspired by this, we first derive a new generalization upper bound on the empirical risk that explicitly considers the labeling function shift. We then propose \textbf{Domain-specific Risk Minimization (DRM)}, which can model the distribution shifts of different domains separately and select the most appropriate one for the target domain. Extensive experiments on four popular domain generalization datasets, CMNIST, PACS, VLCS, and DomainNet, demonstrate the effectiveness of the proposed DRM for domain generalization with the following advantages: 1) it significantly outperforms competitive baselines; 2) it enables either comparable or superior accuracies on all training domains comparing to vanilla empirical risk minimization (ERM); 3) it remains very simple and efficient during training, and 4) it is complementary to invariant learning approaches.
Submission Length: Regular submission (no more than 12 pages of main content)
Assigned Action Editor: ~Mingsheng_Long2
Submission Number: 167
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