Unsupervised domain adaptation (DA) methods have focused on achieving maximal\nperformance through aligning features from source and target domains without\nusing labeled data in the target domain. Whereas, in the real-world scenario's\nit might be feasible to get labels for a small proportion of target data. In\nthese scenarios, it is important to select maximally-informative samples to\nlabel and find an effective way to combine them with the existing knowledge\nfrom source data. Towards achieving this, we propose S$^3$VAADA which i)\nintroduces a novel submodular criterion to select a maximally informative\nsubset to label and ii) enhances a cluster-based DA procedure through novel\nimprovements to effectively utilize all the available data for improving\ngeneralization on target. Our approach consistently outperforms the competing\nstate-of-the-art approaches on datasets with varying degrees of domain shifts.\n
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