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Private Adaptive Covariance Estimation via Gaussian Graphical Models

NeurIPS 2026 · Federated learning and privacy › Differential privacy · approach: Local-DP and private estimation · 0 citations (OpenAlex)

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Proposes PACE-GGM, a zCDP covariance estimator that adaptively selects and privately measures poorly approximated covariance entries and reconstructs the matrix via maximum-entropy PSD reconstruction (Gaussian graphical model structure).

Problem

Differentially private covariance estimation under coordinate-wise bounds, where the full-matrix Gaussian mechanism spreads noise over all d(d+1)/2 entries.

Approach

Select-measure-reconstruct: the exponential mechanism picks the worst-approximated entry, the Gaussian mechanism measures it, and a maximum-entropy PSD reconstruction (covariance selection / GGM with sparse precision) fills in unmeasured entries; budget annealing adapts the number of rounds.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: Adult SeoulBike LifeExpectancy BreastCancerWisconsin CommunitiesAndCrime Parkinsons thyroid_ann ibm pol_reg bank32nh ailerons spambase

Benchmarks: Adult SeoulBike LifeExpectancy Parkinsons thyroid_ann ibm pol_reg BreastCancerWisconsin bank32nh ailerons spambase communities_crime

Metrics: Mahalanobis error Frobenius error runtime MSE (regression)

Baselines: SSP AdaptiveCov diagonal-only baseline AdaSSP

Builds on: AIM covariance selection (Dempster) AdaptiveCov AdaSSP

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