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Provable unlearning in topic modeling and downstream tasks

ICLR 2025 · Architectures and efficiency › Pruning and efficient tuning · approach: Low-rank compression and merging · 0 citations (OpenAlex)

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Provides the first provable (epsilon,delta) unlearning guarantees for topic models in the pre-training and fine-tuning pipeline, with deletion capacity bounds that improve when the model is adapted to a sparse downstream task.

Problem

Verifiable, provably correct machine unlearning for the pre-training and fine-tuning paradigm, where existing provable guarantees are mostly limited to supervised convex settings.

Approach

Adapts (epsilon,delta)-indistinguishability to topic models: a Newton-step update on per-word topic coefficients after removing forget documents, followed by Gaussian-mechanism noise, with deletion capacity analysed for both the base model and a head-tuned downstream model that releases only the fused matrix B = A w, so unlearning from the fine-tuned model needs no change to the base model.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Unlearn pre-training data from the fine-tuned task model rather than requiring unlearning from the base modelTopic models adapted to a downstream classification task · Downstream topic classificationdeletion capacity: T_{\epsilon,\delta}^{\learnhead,\unlearnhead}(m) \geq c'\cdot \frac{mq}{r \sqrt{nr}}; T_{\epsilon,\delta}^{\mathcal{A},\Helped
Reuse learned anchor words instead of identifying them againBase-model unlearning · Anchor word identificationruntime: \gO(n^2 + nr/{\epsilon}_0^2) -> \gO(1)Helped
Update co-occurrence frequencies for the forget set rather than recomputing them from the full datasetBase-model unlearning · Co-occurrence matrix computationruntime: \gO(m) -> \gO(m_U)Helped
Use a projected Newton step to update topic coefficients instead of recovering topics from scratchBase-model unlearning · Topic recovery from anchorsruntime: \gO(n^2r + nr^2/{\epsilon}_0^2) -> \gO(nr^2)Helped

Surprising findings

Limitations

Experimental setup

Metrics: entrywise error from ground-truth topic matrix (epsilon,delta)-indistinguishability deletion capacity

Baselines: retraining from scratch

Builds on: anchor-word topic model learning (Arora et al.) (epsilon,delta)-certified unlearning Gaussian mechanism

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