This is really two questions stitched together and I didn't handle the transition cleanly.
Start by outlining a systematic framework for dataset suitability, covering quality, relevance, diversity, and scale. Then, for noisy data, describe a controlled ablation study that isolates the impact of the noisy subset through incremental training and evaluation. Emphasize empirical validation and iterative refinement.
Pro tip: Always establish a clean baseline first and use statistical significance testing to avoid chasing noise; also consider data-centric techniques like confident learning to identify mislabeled examples before ablation.
Assess dataset quality (label accuracy, noise level), relevance to task, diversity (coverage of edge cases), and scale relative to model size. Use metrics like label error rate, distribution shift, and duplication rate.
Train a baseline model on clean data only. Then create variants: (a) clean + noisy, (b) clean + filtered noisy, (c) noisy only. Ensure identical hyperparameters and training budgets for fair comparison.
Run each variant multiple times with different seeds to account for variance. Evaluate on a held-out clean test set using task-specific metrics and track training dynamics (loss curves, convergence).
Compare performance using paired tests (e.g., t-test, bootstrap) to determine if differences are significant. Analyze per-class or per-slice performance to detect where noisy data helps or hurts.
If noisy data helps, consider noise-robust training methods (e.g., co-teaching, label smoothing). If not, filter or relabel noisy samples and re-evaluate. Document findings for future data collection.
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