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This paper proposes a key notion: $\gamma^{*}\!$-concept shifts, and derive a general error bound unifying covariate and $\gamma^{*}\!$-concept shifts, which applies to broad loss functions, label spaces, and stochastic labeling and develops estimators for these shifts with concentration guarantees.
Achieve state-of-the-art person re-identification with only 20% of the data by explicitly teaching the model to "think" before matching identities.