Evolving Architectures with Gradient Misalignment toward Low Adversarial Transferability
Kevin Richard G. Operiano, Wanchalerm Pora, Hitoshi Iba, Hiroshi Kera

TL;DR
This paper introduces a neuroevolution-based framework that evolves neural network architectures with gradient misalignment to reduce adversarial transferability while maintaining high accuracy on clean images.
Contribution
It presents a novel architecture search method combining neuroevolution and gradient misalignment loss to lower transferability of adversarial examples.
Findings
Evolved architectures significantly reduce transferability from standard networks.
Networks trained with gradient misalignment and evolved architectures maintain high accuracy.
Architecture plays a crucial role in adversarial robustness.
Abstract
Deep neural network image classifiers are known to be susceptible not only to adversarial examples created for them but even those created for others. This phenomenon poses a potential security risk in various black-box systems relying on image classifiers. The reason behind such transferability of adversarial examples is not yet fully understood and many studies have proposed training methods to obtain classifiers with low transferability. In this study, we address this problem from a novel perspective through investigating the contribution of the network architecture to transferability. Specifically, we propose an architecture searching framework that employs neuroevolution to evolve network architectures and the gradient misalignment loss to encourage networks to converge into dissimilar functions after training. Our experiments show that the proposed framework successfully discovers…
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Taxonomy
TopicsAdversarial Robustness in Machine Learning · Anomaly Detection Techniques and Applications · Digital Media Forensic Detection
Methods*Communicated@Fast*How Do I Communicate to Expedia? · Residual Connection · Average Pooling · Kaiming Initialization · Softmax · Global Average Pooling · Batch Normalization · Convolution · 1x1 Convolution · Max Pooling
