Abstract

This paper tackles the problem of defending a neural network against adversarial attacks crafted with different norms (in particular ℓ∞\ell_\infty and ℓ2\ell_2 bounded adversarial examples). It has been observed that defense mechanisms designed to protect against one type of attacks often offer poor performance against the other. We show that ℓ∞\ell_\infty defense mechanisms cannot offer good protection against ℓ2\ell_2 attacks and vice-versa, and we provide both theoretical and empirical insights on this phenomenon. Then, we discuss various ways of combining existing defense mechanisms in order to train neural networks robust against both types of attacks. Our experiments show that these new defense mechanisms offer better protection when attacked with both norms.

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