论文标题
完美:联合用户和社区对齐的双曲线嵌入
PERFECT: A Hyperbolic Embedding for Joint User and Community Alignment
论文作者
论文摘要
社交网络对齐在广泛的应用中表现出根本的重要性。据我们所知,现有的研究主要集中在单个用户级别上的网络对齐,需要共享个体用户之间的大量共同信息。对于无法满足此类要求的网络,社交社区结构实际上提供了稍微粗糙的层次的补充和关键信息,其对齐方式将为用户对齐提供其他信息。反过来,用户对齐还揭示了更多的社区一致性线索。因此,在本文中,我们介绍了联合社交网络一致性的问题,该问题旨在同时跨社交网络保持一致。关键挑战在于1)如何学习用户和社区的表示形式,以及2)如何使用户一致性和社区一致性彼此受益。为了应对这些挑战,我们首先使用三角洲 - 毛细血管的概念详细阐述了现实世界网络的特征,并展示了代表社交网络的双曲线空间的优越性。然后,我们为联合社交网络一致性提出了一种新型的双曲线嵌入方法,在统一的优化中被称为完美。对现实世界数据集的广泛实验表明,在用户一致性和社区对齐中都具有完美的优势。
Social network alignment shows fundamental importance in a wide spectrum of applications. To the best of our knowledge, existing studies mainly focus on network alignment at the individual user level, requiring abundant common information between shared individual users. For the networks that cannot meet such requirements, social community structures actually provide complementary and critical information at a slightly coarse-grained level, alignment of which will provide additional information for user alignment. In turn, user alignment also reveals more clues for community alignment. Hence, in this paper, we introduce the problem of joint social network alignment, which aims to align users and communities across social networks simultaneously. Key challenges lie in that 1) how to learn the representations of both users and communities, and 2) how to make user alignment and community alignment benefit from each other. To address these challenges, we first elaborate on the characteristics of real-world networks with the notion of delta-hyperbolicity, and show the superiority of hyperbolic space for representing social networks. Then, we present a novel hyperbolic embedding approach for the joint social network alignment, referred to as PERFECT, in a unified optimization. Extensive experiments on real-world datasets show the superiority of PERFECT in both user alignment and community alignment.