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Combining contextual, temporal and topological information for unsupervised link prediction in social networks

机译:结合上下文,时间和拓扑信息进行社交网络中的无监督链接预测

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摘要

Understanding and characterizing the processes driving social interactions is one of the fundamental problems in social network analysis. In this context, link prediction aims to foretell whether two not linked nodes in a network will connect in the near future. Several studies proposed to solve link prediction compute compatibility degrees as link weights between connected nodes and, based on a weighted graph, apply weighted similarity functions to non-connected nodes in order to identify potential new links. The weighting criteria used by those studies were based exclusively on information about the existing topology (network structure). Nevertheless, such approach leads to poor incorporation of other aspects of the social networks, such as context (node and link attributes), and temporal information (chronological interaction data). Hence, in this paper, we propose three weighting criteria that combine contextual, temporal and topological information in order to improve results in link prediction. We evaluated the proposed weighting criteria with two popular weighted similarity functions (Adamic-Adar and Common Neighbors) in ten networks frequently used in experiments with link prediction. Results with the proposed criteria were statistically better than the ones obtained from the weighting criterion that is exclusively based on topological information.
机译:理解和表征推动社会互动的过程是社会网络分析的基本问题之一。在这种情况下,链接预测旨在预测网络中两个未链接的节点在不久的将来是否会连接。提出了许多解决方案来解决链路预测问题,即计算兼容性程度作为连接节点之间的链路权重,并基于加权图,将加权相似度函数应用于未连接节点,以识别潜在的新链路。这些研究使用的加权标准完全基于有关现有拓扑(网络结构)的信息。然而,这种方法导致社交网络其他方面的合并不善,例如上下文(节点和链接属性)和时间信息(按时间顺序交互的数据)。因此,在本文中,我们提出了三种结合上下文,时间和拓扑信息的加权标准,以改善链接预测的结果。我们在十个经常用于链路预测实验的网络中,使用两个流行的加权相似性函数(Adamic-Adar和公共邻居)评估了建议的加权标准。提出的标准得出的结果在统计上比从仅基于拓扑信息的加权标准得到的结果更好。

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