中心性作为种子节点在大规模网络信息传播中的作用综述

Paramita Dey, Subhayan Bhattacharya, Sarbani Roy
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引用次数: 5

摘要

从流行的六度分离概念出发,一般从小世界网络的角度来分析社交网络,其中节点的中心性在信息传播中起着关键作用。然而,由于社交图的性质,使用无标度网络(遵循幂律)的大型数据集可能会有所不同。此外,由于识别中心性度量的计算复杂性,中心性的推导可能很困难。本研究使用四种信息传播方法(广度优先搜索、随机行走、敏感-感染-移除、森林火灾),对7种中心性度量(聚类系数、节点度、K-core、betweness、Closeness、Eigenvector、PageRank)进行了全面而广泛的回顾和比较。五个基准相似性度量(Tanimoto, Hamming, Dice, Sorensen, Jaccard)已被用于度量使用中心性度量识别的种子节点与通过谷歌的LargeStar-SmallStar算法在Twitter流数据上导出的实际源种子之间的相似性。MapReduce被用于基于中心性度量的种子节点识别和信息传播模拟。可以观察到,大多数中心性度量在初始阶段与实际源相比表现良好,但在受影响节点和传播水平达到一定程度的影响最大化后,中心性度量就饱和了。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Survey on the Role of Centrality as Seed Nodes for Information Propagation in Large Scale Network
From the popular concept of six-degree separation, social networks are generally analyzed in the perspective of small world networks where centrality of nodes play a pivotal role in information propagation. However, working with a large dataset of a scale-free network (which follows power law) may be different due to the nature of the social graph. Moreover, the derivation of centrality may be difficult due to the computational complexity of identifying centrality measures. This study provides a comprehensive and extensive review and comparison of seven centrality measures (clustering coefficients, Node degree, K-core, Betweenness, Closeness, Eigenvector, PageRank) using four information propagation methods (Breadth First Search, Random Walk, Susceptible-Infected-Removed, Forest Fire). Five benchmark similarity measures (Tanimoto, Hamming, Dice, Sorensen, Jaccard) have been used to measure the similarity between the seed nodes identified using the centrality measures with actual source seeds derived through Google's LargeStar-SmallStar algorithm on Twitter Stream Data. MapReduce has been utilized for identifying the seed nodes based on centrality measures and for information propagation simulation. It is observed that most of the centrality measures perform well compared to the actual source in the initial stage but are saturated after a certain level of influence maximization in terms of both affected nodes and propagation level.
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