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Differential Privacy Meets Robust Statistics

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An efficient algorithm that provably combines robustness to an α fraction of poisoned samples and (ε,δ)-differential privacy is presented, cutting iterative filtering from O(d) to O(log^2 d) by using matrix multiplicative weights to produce matrix-exponential “quantum” scores and a single-threshold private filtering (sample a uniform Z and remove all scores > Z) that couples randomized removals for privacy. Error incurs an extra ≈ d^{1.5}/(ε n) term (open whether tight). An exponential-time high-dimensional propose-test-release procedure achieves optimal private, robust rates for mean, covariance, PCA and regression and empirically removes backdoor attacks on CIFAR-10.

AI-written summary · about

  1. 0:00Introduction
  2. 1:28Membership Inference Attack
  3. 2:47Trust Issues
  4. 3:03Backdoor
  5. 3:40Experiment
  6. 7:45Motivation
  7. 10:06Robust Mean Estimation
  8. 16:36Making it Private
  9. 17:33Quantum Robust Mean Estimation
  10. 18:55Differential Privacy
  11. 27:24HighDimensional Proposed Test Release
  12. 28:05General Framework
  13. 34:00Proposed Test Release
  14. 35:29Modular Approach
  15. 37:00Practical Settings
  16. 39:02Questions
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