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Like Oil and Water: Group Robustness Methods and Poisoning Defenses May Be at Odds

ICLR 2024 · Adversarial robustness and security › Attacks on text and graphs · approach: Clean-label data poisoning · 0 citations (OpenAlex)

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Shows that group robustness methods (JTT, GEORGE) amplify poisons while poisoning defenses (EPIc, federated robust aggregation) eliminate minority samples, revealing a tension between group robustness and poisoning resilience, with an impossibility result for loss-based identification.

Problem

Group robustness methods that heuristically identify and upsample hard-to-learn minority samples, and poisoning defenses that remove outliers, may conflict: the former amplify poisons and the latter remove legitimate minority samples.

Approach

Identifies that difficulty-based heuristics used for pseudo-group annotation cannot separate minority samples from poisons (with an impossibility result under assumptions), and that outlier-based poisoning defenses share the same heuristic and therefore eliminate minority samples along with poisons.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
amplify poisons with JTT instead of excluding them from the amplified set (ablation)JTT · Waterbirds, DLBDASR: $ 0.5 \pm 0.3 \%$ -> $ \mathbf{20.4} \pm 5.9 \%$Hurt
amplify poisons with JTT instead of excluding them from the amplified set (ablation)JTT · Waterbirds, SAASR: $ 0.8 \pm 1.3 \%$ -> $ \mathbf{31.4} \pm 6.0 \%$Hurt
amplify poisons with JTT instead of excluding them from the amplified set (ablation)JTT · Waterbirds, GMASR: $ 13.3 \pm 11.5 \%$ -> $ \mathbf{20.0} \pm 0.0 \%$Hurt
amplify poisons with JTT instead of excluding them from the amplified set (ablation)JTT · CelebA 10% subset, DLBDASR: $ 0.3 \pm 0.0 \%$ -> $ \mathbf{97.7} \pm 0.1 \%$Hurt
amplify poisons with GEORGE instead of excluding them from the amplified set (ablation)GEORGE · Waterbirds, DLBDASR: $ 0.4 \pm 0.0 \%$ -> $ \mathbf{15.8} \pm 3.9 \%$Hurt
let EPIc eliminate under-represented samples rather than preserve them (ablation)EPIc · Waterbirds, DLBDWGA: $ 59.0 \pm 2.5 \%$ -> $ \mathbf{55.8} \pm 6.0 \%$Hurt
let EPIc eliminate under-represented samples rather than preserve them (ablation)EPIc · Waterbirds, SAWGA: $ 59.1 \pm 3.0 \%$ -> $ \mathbf{55.3} \pm 3.2 \%$Hurt
let EPIc eliminate under-represented samples rather than preserve them (ablation)EPIc · Waterbirds, GMWGA: $ 50.2 \pm 2.0 \%$ -> $ \mathbf{43.5} \pm 7.8 \%$Hurt
let EPIc eliminate under-represented samples rather than preserve them (ablation)EPIc · CelebA 10% subset, DLBDWGA: $ 54.8 \pm 3.2 \%$ -> $ \mathbf{40.5} \pm 4.5 \%$Hurt
use JTT to amplify estimated minority samplesJTT · CelebA, Subpopulation AttackWGA: JTT (WGA) 81.7\% vs ERM (WGA) 43.3\%Helped
use JTT rather than ERMJTT · CelebA, Subpopulation AttackASR: JTT (ASR) 0.1\% vs ERM (ASR) 0.1\%Hurt
reduce JTT upsampling factor from 100 to 50 (ablation)JTT · Waterbirds, DLBDASR: $ \mathbf{20.9} \pm 7.9 \%$ -> $\mathbf{28.8} \pm 6.6 \%$Hurt

Surprising findings

Limitations

Experimental setup

Datasets: Waterbirds CelebA MultiNLI Spawrious

Benchmarks: Waterbirds CelebA

Metrics: worst-group accuracy attack success rate test accuracy identification factor elimination factor

Baselines: ERM Just Train Twice GEORGE EPIc STRIP FedAvg Coordinate Median Trimmed Mean SparseFed AFR

Builds on: Just Train Twice GEORGE EPIc Group DRO Subpopulation Attack

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