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Reconstruction Attacks on Machine Unlearning: Simple Models are Vulnerable

NeurIPS 2024 · Adversarial robustness and security › Attacks on text and graphs · approach: Membership inference and inversion · 7 citations (OpenAlex)

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Shows that retraining-based machine unlearning exposes deleted training points to near-perfect reconstruction from the before/after model parameters, even for linear and simple models, via a Sherman-Morrison-based differencing attack using public data.

Problem

Machine unlearning (deleting a data point and retraining) gives an adversary two models differing by one sample, which may allow reconstruction of the deleted record even when simple models are assumed low-risk.

Approach

Model the parameter difference between models with and without a sample as proportional to that sample's features (via closed-form linear regression updates, or a Newton/Hessian approximation for general losses), estimate the covariance/Hessian from public data, and reconstruct the deleted point from the scaled difference, with label inference for multiclass models.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use HRec instead of Avg or MaxDiff for reconstructionHRec reconstruction attack on linear cross-entropy, RBF ridge, and RBF cross-entropy models · MNIST, Fashion MNIST, and CIFAR10cosine similarityHelped
Use HRec instead of the public-data baselinesHRec on ACS Income ridge regression · ACS Income from NY, CA, and TX; original and random Fourier featurescosine similarityHelped
Use HRec instead of the public-data baselinesHRec on logistic regression and SVM · ACS Income Level Predictioncosine similarityHelped
Use HRec instead of baselinesHRec on random-feature binary classification models · ACS Income binary classificationcosine similarityMixed
Use HRec to attack fully retrained models before and after deletionHRec reconstruction attack · Tabular and image datasetscosine similarityHelped
Use LiRA membership inference on linear modelsLiRA · ACS tabular tasksmembership inference performanceNo clear effect

Surprising findings

Limitations

Experimental setup

Datasets: ACS Income (NY, CA, TX) MNIST Fashion MNIST CIFAR10

Benchmarks: ACS Income MNIST Fashion MNIST CIFAR10

Metrics: cosine similarity CDF between deleted and reconstructed samp r2 F1 out-of-sample accuracy

Baselines: Avg MaxDiff Updates-Leak LiRA

Builds on: Sherman-Morrison formula influence functions Updates-Leak random Fourier features LiRA

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