A General Black-box Adversarial Attack on Graph-based Fake News Detectors
Peican Zhu, Zechen Pan, Yang Liu, Jiwei Tian, Keke Tang, Zhen Wang
TL;DR
This work tackles the robustness of GNN-based fake news detectors under black-box attacks across diverse social-graph constructions. It introduces GAFSI, a two-module framework that simulates fraudulent social interactions by selecting influential fraudsters and injecting posts to perturb the social context, guided by gradients from surrogate models. Empirical results on Politifact and Gossipcop show that GAFSI achieves higher misclassification rates across multiple graph types than state-of-the-art baselines, with favorable efficiency and comprehensive ablations. The study highlights a practical vulnerability of graph-based fake news detectors to socially realistic adversarial perturbations and informs defense strategies against black-box social-context attacks.
Abstract
Graph Neural Network (GNN)-based fake news detectors apply various methods to construct graphs, aiming to learn distinctive news embeddings for classification. Since the construction details are unknown for attackers in a black-box scenario, it is unrealistic to conduct the classical adversarial attacks that require a specific adjacency matrix. In this paper, we propose the first general black-box adversarial attack framework, i.e., General Attack via Fake Social Interaction (GAFSI), against detectors based on different graph structures. Specifically, as sharing is an important social interaction for GNN-based fake news detectors to construct the graph, we simulate sharing behaviors to fool the detectors. Firstly, we propose a fraudster selection module to select engaged users leveraging local and global information. In addition, a post injection module guides the selected users to create shared relations by sending posts. The sharing records will be added to the social context, leading to a general attack against different detectors. Experimental results on empirical datasets demonstrate the effectiveness of GAFSI.
