锚定二核算法的高效实现

Babak Tootoonchi, Venkatesh Srinivasan, Alex Thomo
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引用次数: 7

摘要

图论经常被用来建模和分析网络的不同行为,包括社会网络。如今,社交网络已经变得非常流行,社交网络提供商试图通过鼓励人们保持参与和活跃来扩大他们的网络。研究表明,人们在社交网络中的参与和活动会影响他们的联系的参与。这种行为已经被图论中的k核问题建模,假设一个人在网络中保持活跃,如果他或她有k或更多的连接。在上面的模型中,如果一个人退学,他或她的朋友会变得气馁,他们也可能退学。最近引入了一种称为锚碇k核算法的方法,该方法通过寻找对其连接影响最大的节点并奖励它们留在网络中来防止级联退出。在这项工作中,提出了一种有效的锚定2核方法。提出的实现方法应用于一组真实世界的网络数据,这些数据包括具有数百万个链接的非常大的图。结果表明,仅使用少量锚点,就可以为2核图节省数百个节点。此外,对于大数据集,我们实现的执行时间在几分钟左右,这证明了我们实现的效率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Efficient Implementation of Anchored 2-core Algorithm
Often graph theory is used to model and analyze different behaviors of networks including social networks. Nowadays, social networks have become very popular and social network providers try to expand their networks by encouraging people to stay engaged and active. Studies show that engagement and activities of people in social networks influence engagement of their connections. This behavior has been modeled by the k-core problem in graph theory with the assumption that a person stays active in the network if he or she has k or more connections. In the above model if a person drops out, his or her friends can become discouraged and they might also drop out. An approach called anchored k-core algorithm has been introduced lately that prevents a cascade of drop-outs by finding nodes which have the most influence on their connections and rewarding them to stay in the network. In this work, an efficient implementation of the anchored 2-core approach has been proposed. The proposed implementation method was applied to a set of real world network data that includes very large graphs with millions of links. The results show that with only a few anchors, it is possible to save hundreds of nodes for the 2-core graph. Also, the execution time of our implementation is in order of minutes for huge datasets which proves the efficiency of our implementation.
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