Research map / Label-efficient and robust learning / Test-time adaptation
Sequential Covariate Shift Detection Using Classifier Two-Sample Tests
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Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Online training with per-sample accuracy evaluation (no held-out split) vs. held-out split baselines H2/H5 | covariate shift detector (classifier two-sample test) · ImageNet natural shift, M-shift | samples to reach >=80% detection: 190 vs 720 (H2) | Helped |
| Online detector vs. Deep Kernel baseline | covariate shift detector · ImageNet natural shift, M-shift | samples to reach >=80% detection: 190 (Ours) vs 180 (DK) | Mixed |
| Online detector vs. Deep Kernel baseline | covariate shift detector · ImageNet natural shift | FPR: DK FPR 2.54% vs Ours 0.77% at 200 samples | Hurt |
| Online detector with per-sample accuracy evaluation vs. held-out split baselines | covariate shift detector · ImageNet synthetic shift (Gaussian noise), M-shift and GI-shift | samples to reach >=80% detection: GI-shift 2080 (Ours) vs 3670 (H2) | Helped |
| Online detector vs. DK on synthetic shift M-shift | covariate shift detector · ImageNet synthetic shift (Gaussian noise), M-shift | samples to reach >=80% detection: 180 (Ours) vs 110 (DK) | Mixed |
| Online detector evaluated for false positive control | covariate shift detector · ImageNet synthetic shift, all scenarios | FPR: Ours FPR 0.75-0.99% within 1% bound | No clear effect |
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