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On the Convergence of an Adaptive Momentum Method for Adversarial Attacks

AAAI 2024 · Adversarial robustness and security › Black-box and transfer attacks · approach: Transfer attacks on face recognition · 12 citations (OpenAlex)

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Proposes AdaMSI-FGM, an adversarial attack that replaces sign operations with adaptive (second-moment) step sizes and uses a gradient-based adaptive heavy-ball momentum without monotonicity, with a data-dependent O(sqrt T) regret bound for convex functions.

Problem

Sign-based adversarial attacks (FGSM, MI-FGSM, PGD) lack convergence guarantees: momentum theory requires monotonic schedules that differ from practice, and sign-based methods can fail to converge to the optimum in convex settings.

Approach

Combine a heavy-ball momentum whose coefficient is adaptively computed from consecutive gradient L1 norms (no monotonicity assumption) with an AdaGrad-style adaptive step size that replaces the sign function, yielding a convergent attack with a data-dependent regret bound.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Replace PGD with AdaMSI-FGMResNet34-source transfer attack · ImageNet validation, ResNet→EfficientNetASR (%): 36.6 -> 51.2Helped
Replace MI-FGSM with AdaMSI-FGMInception v3-source attack · ImageNet validation, transfer to Inc-v3ens3ASR (%): 13.7 -> 15.1Helped
Combine DI-FGSM with AdaMSI-FGMResNet34-source transfer attack · ImageNet validation, ResNet→EfficientNetASR (%): 44.2 -> 57.8Helped
Replace sign-based BIM with AdaMSI-FGMResNet34 attack optimization · ImageNet validation, loss versus iterationslossHelped

Surprising findings

Limitations

Experimental setup

Datasets: ImageNet (ILSVRC 2012 validation subset, 500 images)

Benchmarks: ImageNet

Metrics: attack success rate

Baselines: PGD AutoAttack MI-FGSM NI-FGSM BIM DI-FGSM

Builds on: MI-FGSM Adam Heavy-Ball method NI-FGSM DI-FGSM

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