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Training Data Attribution in Diffusion Models via Mirrored Unlearning and Noise-Consistent Skew

NeurIPS 2026 · Image generation › Fast diffusion sampling · approach: Diffusion theory and design space · 0 citations (OpenAlex)

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Proposes MUCS, a training data attribution method for diffusion models that fine-tunes an unlearned model with bounded mirrored gradient ascent and scores training items by averaging noise-consistent normalized loss skews, outperforming prior TDA methods on CIFAR10, ArtBench10 and COCO.

Problem

Training data attribution for diffusion models is unreliable and not robust; existing unlearning-based and influence-function methods rely on approximations, sensitive hyperparameters, simplistic scoring, or are tied to specific diffusion variants.

Approach

Mirrored unlearning is done by fine-tuning on the training set jointly with clamped gradient ascent on a generated item (stopped at a null-loss threshold), and attribution is the average over shared noise pairs of the normalized loss skew between unlearned and original models, with generation-schedule sigmas.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: CIFAR10 ArtBench10 COCO

Benchmarks: CIFAR10 ArtBench10 COCO

Metrics: AUC SSIM SSCD LPIPS CLIP similarity Mann-Whitney U significance

Baselines: Condition CLIP DINO D-TRAK DAS Forward-INF AbU

Builds on: mirrored influence hypothesis attribution by unlearning (AbU) EDM DiT TRAK

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