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SignRank: A Novel Random Walking Based Ranking Algorithm in Signed Networks

机译:SignRank:签名网络中的一种新型随机行走的排名算法

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Social networks have become an indispensable part of modern life. Signed networks, a class of social network with positive and negative edges, are becoming increasingly important. Many social networks have adopted the use of signed networks to model like (trust) or dislike (distrust) relationships. Consequently, how to rank nodes from positive and negative views has become an open issue of social network data mining. Traditional ranking algorithms usually separate the signed network into positive and negative graphs so as to rank positive and negative scores separately. However, much global information of signed network gets lost during the use of such methods, e.g., the influence of a friend’s enemy. In this paper, we propose a novel ranking algorithm that computes a positive score and a negative score for each node in a signed network. We introduce a random walking model for signed network which considers the walker has a negative or positive emotion. The steady state probability of the walker visiting a node with negative or positive emotion represents the positive score or negative score. In order to evaluate our algorithm, we use it to solve sign prediction problem, and the result shows that our algorithm has a higher prediction accuracy compared with some well-known ranking algorithms.
机译:社交网络已成为现代生活中不可或缺的一部分。签名网络,一类具有正面和负面边缘的社交网络,变得越来越重要。许多社交网络已经采用了使用签名网络的模型(信任)或不喜欢(不信任)关系。因此,如何从正面和负面观点中排名节点已成为社交网络数据挖掘的开放问题。传统的排名算法通常将签名网络分成正面和负图图,以便单独排列正和负数。然而,在使用此类方法期间,签名网络的许多全球信息都会丢失,例如,这些方法,例如朋友的敌人的影响。在本文中,我们提出了一种新颖的排名算法,其计算符号网络中的每个节点的正得分和负分数。我们为签名网络介绍了一个随机的行走模型,涉及助行器具有消极或积极的情感。步行者访问具有负或积极情绪的节点的稳态概率代表了正面分数或负分数。为了评估我们的算法,我们使用它来解决标志预测问题,结果表明,与一些公知的排名算法相比,我们的算法具有更高的预测精度。

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