LGCVJul 1, 2023

Common Knowledge Learning for Generating Transferable Adversarial Examples

arXiv:2307.00274v12 citationsh-index: 20
Originality Incremental advance
AI Analysis

This work addresses a specific challenge in adversarial machine learning for security applications, offering incremental improvements over existing methods.

The paper tackles the problem of low adversarial transferability in black-box attacks when source and target models have different architectures, by proposing a common knowledge learning framework that improves transferability through a multi-teacher distillation approach with gradient constraints.

This paper focuses on an important type of black-box attacks, i.e., transfer-based adversarial attacks, where the adversary generates adversarial examples by a substitute (source) model and utilize them to attack an unseen target model, without knowing its information. Existing methods tend to give unsatisfactory adversarial transferability when the source and target models are from different types of DNN architectures (e.g. ResNet-18 and Swin Transformer). In this paper, we observe that the above phenomenon is induced by the output inconsistency problem. To alleviate this problem while effectively utilizing the existing DNN models, we propose a common knowledge learning (CKL) framework to learn better network weights to generate adversarial examples with better transferability, under fixed network architectures. Specifically, to reduce the model-specific features and obtain better output distributions, we construct a multi-teacher framework, where the knowledge is distilled from different teacher architectures into one student network. By considering that the gradient of input is usually utilized to generated adversarial examples, we impose constraints on the gradients between the student and teacher models, to further alleviate the output inconsistency problem and enhance the adversarial transferability. Extensive experiments demonstrate that our proposed work can significantly improve the adversarial transferability.

Foundations

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