Rethinking Transferable Adversarial Attacks on Point Clouds from a Compact Subspace Perspective
Keke Tang, Xianheng Liu, Weilong Peng, Xiaofei Wang, Daizong Liu, Peican Zhu, Can Lu, Zhihong Tian
TL;DR
This work addresses the difficulty of generating transferable adversarial attacks for 3D point clouds across diverse architectures. It introduces CoSA, a compact subspace attack that encodes each point cloud as a sparse combination of class prototypes (base subspace) and constrains perturbations within a low-rank, shared subspace (perturbation subspace). The method yields stronger cross-model transferability while maintaining competitive imperceptibility and robustness under defenses, demonstrated across multiple datasets and models. The results provide a principled framework for evaluating and understanding cross-model vulnerabilities in point-cloud perception and offer guidance for designing more robust defenses.
Abstract
Transferable adversarial attacks on point clouds remain challenging, as existing methods often rely on model-specific gradients or heuristics that limit generalization to unseen architectures. In this paper, we rethink adversarial transferability from a compact subspace perspective and propose CoSA, a transferable attack framework that operates within a shared low-dimensional semantic space. Specifically, each point cloud is represented as a compact combination of class-specific prototypes that capture shared semantic structure, while adversarial perturbations are optimized within a low-rank subspace to induce coherent and architecture-agnostic variations. This design suppresses model-dependent noise and constrains perturbations to semantically meaningful directions, thereby improving cross-model transferability without relying on surrogate-specific artifacts. Extensive experiments on multiple datasets and network architectures demonstrate that CoSA consistently outperforms state-of-the-art transferable attacks, while maintaining competitive imperceptibility and robustness under common defense strategies. Codes will be made public upon paper acceptance.
