大型图上的实时目标影响查询

Alessandro Epasto, Ahmad Mahmoody, E. Upfal
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引用次数: 2

摘要

社交网络是重要的沟通和信息媒介。社会网络中的个体通过他们的社会关系共享信息并相互影响。了解社会影响和信息传播是一项基础研究,在网络社交广告和病毒式营销中有着重要的应用。在这项工作中,我们引入了目标影响问题(TIP):给定一个网络G = (V, ε)和一个影响模型,我们希望能够实时估计(例如,每次查询几秒钟)用户子集S对另一个用户子集T的影响,对于任何可能的查询(S;T)、S、T、V.为此,我们允许进行有效的预处理。我们为TIP提供了第一个可扩展的实时算法。该算法需要Õ(|V| + |ε|)空间和预处理时间,并对查询中每个具有足够大影响的节点S、T的子集提供了S / T影响的可证明近似。回答每个查询(也称为查询阶段)的运行时间理论上保证为Õ(|S| + |T|),对于一般无向图和有向图,在实验支持的某些假设下。我们还引入了快照模型作为我们的影响模型,它扩展并包括独立级联模型和线性阈值模型作为特殊情况。我们的算法的分析和理论保证在更通用的Snapshot模型下成立。最后,我们进行了广泛的实验分析,证明了我们的方法的准确性,效率和可扩展性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Real-Time Targeted-Influence Queries over Large Graphs
Social networks are important communication and information media. Individuals in a social network share information and influence each other through their social connections. Understanding social influence and information diffusion is a fundamental research endeavor and it has important applications in online social advertising and viral marketing. In this work, we introduce the Targeted-Influence problem (TIP): Given a network G = (V, ε) and a model of influence, we want to be able to estimate in real-time (e.g. a few seconds per query) the influence of a subset of users S over another subset of users T, for any possible query (S; T), S, T ⊆ V. To do so, we allow an efficient preprocessing. We provide the first scalable real-time algorithm for TIP. Our algorithm requires Õ(|V| + |ε|) space and preprocessing time, and it provides a provable approximation of the influence of S over T, for every subsets of nodes S, T ⊆ V in the query with large enough influence. The running time for answering each query (a.k.a query stage) is theoretically guaranteed to be Õ(|S| + |T|) in general undirected and for directed graphs under certain assumptions, supported by experiments. We also introduce the Snapshot model as our model of influence, which extends and includes as special case both the Independent Cascade and the Linear Threshold models. The analysis and the theoretical guarantees of our algorithms hold under the more general Snapshot model. Finally, we perform an extensive experimental analysis, demonstrating the accuracy, efficiency, and scalability of our methods.
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