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Group Distributionally Robust Dataset Distillation with Risk Minimization
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Proposes Robust Dataset Distillation (RDD), which adds a clustering-based group DRO loss (CVaR average and max over clusters of real data assigned to synthetic points) to the network-update step of matching-based dataset distillation methods such as IDC and GLaD.
Problem
Dataset distillation produces synthetic data that may generalize poorly to low-density subgroups and domain shifts; existing matching-based methods optimize average empirical loss and ignore subgroup coverage and robustness.
Approach
Cluster real training samples by their nearest synthetic point and, during network updates, optimize a CVaR-based group DRO objective (average plus max CVaR across clusters) as a plug-in to existing matching-based DD methods, with the synthetic set then updated by the original matching loss.
Key results
- On CIFAR-10 with IPC 10, GLaD improves from 46.7% to 50.2% with the robust CVaR loss, and IDC from 67.5% to 68.6%.
- On ImageNet-10 with IPC 10, GLaD improves from 50.9% to 55.2%; cluster-min accuracy under Invert shift rises from 17.0% to 21.6%.
- On MetaShift the worst-group accuracy rises from 51.3% to 57.0% when GLaD is combined with the robust loss.
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Apply RDD, including clustered group CVaR optimization, to GLaD | GLaD · CIFAR-10, IPC 10, standard test | top-1 accuracy: 46.7 -> 50.2 | Helped |
| Apply RDD, including clustered group CVaR optimization, to IDC | IDC · ImageNet-10, IPC 10, standard test | top-1 accuracy: 72.8 -> 74.6 | Helped |
| Apply RDD to GLaD | GLaD · ImageNet-10, Cluster-min | top-1 accuracy: 34.9 -> 47.1 | Helped |
| Apply RDD to GLaD | GLaD · MetaShift | worst-group accuracy: 51.3 -> 57.0 | Helped |
| Apply RDD to GLaD | GLaD · ImageNetBG | average accuracy: 41.7 -> 45.5 | Helped |
| Add average CVaR loss alongside cross entropy (ablation) | GLaD · CIFAR-10, IPC 10 | accuracy: 46.7 -> 49.1 | Helped |
| Add maximum CVaR loss alongside cross entropy (ablation) | GLaD · CIFAR-10, IPC 10 | accuracy: 46.7 -> 47.9 | Helped |
| Use both average and maximum CVaR losses with cross entropy (ablation) | GLaD · CIFAR-10, IPC 10 | Cluster-min accuracy: 40.2 -> 46.7 | Helped |
| Vary CVaR ratio α; performance peaks at α=0.8, while α=1.0 and small α reduce performance (ablation) | GLaD-RDD · standard test and Cluster-min | accuracy | Mixed |
| Increase cluster count above 10 (ablation) | GLaD-RDD · CIFAR-10, IPC 50, standard accuracy | accuracy: 62.5 -> 60.9; 62.5 -> 59.9 | Hurt |
| Vary mini-batch size from 256 to 64 or 128 (ablation) | GLaD-RDD · CIFAR-10, IPC 10 | Cluster-min accuracy: 46.7 -> 40.3; 46.7 -> 45.1 | Hurt |
| Initialize synthetic samples with clustering centers instead of random real samples (ablation) | GLaD-RDD · CIFAR-10, IPC 10 | accuracy: 50.2 -> 50.3 | No clear effect |
Surprising findings
- The theoretical guarantees rely on loosely stated assumptions and proofs that are informal (e.g., LDP and Kolmogorov 0-1 arguments), so the theory is weakly connected to the empirical method.
Limitations
- Theoretical analysis is informal and relies on strong assumptions (finite/compact support, asymptotic regimes) and is only loosely linked to the algorithm.
- Gains depend on the number of clusters and CVaR ratio alpha; performance drops when clusters are too many relative to IPC.
- Evaluated on image classification benchmarks only, with the robustness tests relying on synthetic corruptions and clustering of test sets.
Experimental setup
Datasets: CIFAR-10 SVHN ImageNet-10 ImageNet-A Tiny-ImageNet MetaShift ImageNetBG CUB-200
Benchmarks: CIFAR-10 SVHN ImageNet-10 Tiny-ImageNet MetaShift ImageNetBG CUB-200 ImageNet-A ImageNet-B
Metrics: top-1 accuracy cluster-min accuracy worst-group accuracy
Baselines: Random DSA DM KIP IDC GLaD DREAM PDD IDM MMD RSC HYPO
Builds on: GLaD IDC DSA DM KIP
Closest papers by meaning
- Distilling Long-tailed Datasets (CVPR 2025 · similarity 0.88)
- Towards Adversarially Robust Dataset Distillation by Curvature Regularization (AAAI 2025 · similarity 0.88)
- Rethinking Dataset Distillation for Classification: Do Distilled Sets Outperform Coresets? (NeurIPS 2026 · similarity 0.88)
- Towards Lossless Dataset Distillation via Difficulty-Aligned Trajectory Matching (ICLR 2024 · similarity 0.87)
- Embarrassingly Simple Dataset Distillation (ICLR 2024 · similarity 0.87)
- DD-Ranking: Rethinking the Evaluation of Dataset Distillation (NeurIPS 2026 · similarity 0.86)
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