Rumor Containment in Hypergraph Representation of Social Networks: A Deep Reinforcement Learning-Based Solution

遏制(计算机编程) 谣言 强化学习 超图 代表(政治) 计算机科学 钢筋 人工智能 计算机安全 理论计算机科学 数学 离散数学 社会心理学 政治学 心理学 法学 政治 程序设计语言
作者
Gouri Kundu,Smita Ghosh,Sankhayan Choudhury
出处
期刊:IEEE Transactions on Computational Social Systems [Institute of Electrical and Electronics Engineers]
卷期号:12 (4): 1653-1664 被引量:3
标识
DOI:10.1109/tcss.2024.3505205
摘要

Existing solutions for rumor containment typically model social networks as regular graphs, focusing solely on dyadic relationships between pairs of individuals. However, these solutions overlook the crowd influence, which arises from higher order relationships involving multiple individuals. This crowd influence is a distinct concept that cannot be substituted by the cumulative effect of individual influences through dyadic relationships. Therefore, it is important to consider the impact of crowd influence when modeling influence diffusion in the network. Moreover, traditional rumor containment methods lack generalization capacity. These methods require complete reexecution of algorithms whenever the target network changes, rendering them less efficient. In this work, we model the network as a hypergraph to effectively capture the crowd influence through higher order social relationships. We propose RCDRL-H, a deep reinforcement learning framework capable of constructing a trained model for containing rumors in previously unseen networks. Additionally, we introduce hyper-structure2vec, a node embedding technique for hypergraphs, and an efficient rumor containment estimation function that eliminates the need for computationally expensive Monte Carlo simulations during training. Experiments carried out on real-world social networks demonstrate that improved rumor containment can be achieved by treating the network as a hypergraph. It has also been observed that the achieved rumor containment is close to that of the greedy approach. Moreover, using the new estimation function significantly reduces training time.
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