Influence Strength Estimation in Hyperbolic Space for Social Influence Maximization
Hongliang Qiao, Shanshan Feng, Min Zhou, Xutao Li, Yunming Ye, Fan Li, Shuo Shang, Yew-Soon Ong

TL;DR
This paper introduces HIM, a hyperbolic space-based influence estimation method that improves influence maximization in social networks by capturing hierarchical influence features.
Contribution
It proposes a novel hyperbolic representation learning approach for influence estimation and an adaptive seed selection module, addressing limitations of Euclidean-based methods.
Findings
HIM outperforms existing methods in influence maximization accuracy.
HIM demonstrates superior efficiency on large-scale social network datasets.
Hyperbolic representations better capture hierarchical influence structures.
Abstract
The Influence Maximization (IM) problem aims to find a small set of influential users to maximize their influence spread in a social network. Traditional methods rely on fixed diffusion models with known parameters, limiting their generalization to real-world scenarios. In contrast, graph representation learning-based methods have gained wide attention for overcoming this limitation by learning user representations to capture influence characteristics. However, existing studies are built on Euclidean space, which fails to effectively capture the latent hierarchical features of social influence distribution. As a result, users' influence spread cannot be effectively measured through the learned representations. To alleviate these limitations, we propose HIM, a novel diffusion model agnostic method that leverages hyperbolic representation learning to estimate users' potential influence…
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