Influence Maximization in Social Media: Network Embedding for Extracting Structural Feature Vector

Narges Vafaei, M. Keyvanpour, Seyed Vahab Shojaedini
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引用次数: 3

Abstract

In parallel with the development of online social networks, the number of active users in these media is increased, which mainly use these media as a tool to share their opinions and obtaining information. Propagation of influence on social networks arises from a common social behavior called "mouth-to-mouth" diffusion among society members. The Influence Maximization (IM) problem aims to select a minimum set of users in a social network to maximize the spread of influence. In this paper, we propose a method in order to solve the IM problem on social media that uses the network embedding concept to learn the feature vectors of nodes. In the first step of the proposed method, we extract a structural feature vector for each node by network embedding. Afterward, according to the similarity between the vectors, the seed set of influential nodes is selected in the second step. The investigation of the results obtained from applying the proposed method on the real datasets indicates its significant advantage against its alternatives. Specifically, the two properties of being submodular and monotonic in the proposed method, which lead to an optimal solution with the ratio of (1–1/e) approximation, make this method considered a tool with high potential in order to address the IM problem.
社交媒体中的影响最大化:用于提取结构特征向量的网络嵌入
随着在线社交网络的发展,这些媒体的活跃用户数量也在增加,这些用户主要将这些媒体作为分享观点和获取信息的工具。社交网络上影响力的传播源于社会成员之间一种叫做“口对口”传播的常见社会行为。影响力最大化(IM)问题的目标是在社交网络中选择最小的用户集来最大化影响力的传播。本文提出了一种利用网络嵌入概念学习节点特征向量的方法来解决社交媒体上的IM问题。在该方法的第一步,我们通过网络嵌入提取每个节点的结构特征向量。然后,根据向量之间的相似度,在第二步中选择影响节点的种子集。将该方法应用于实际数据集的研究结果表明,该方法相对于其他方法具有显著的优势。具体而言,该方法的次模性和单调性使得其最优解近似于(1-1 /e),使该方法被认为是解决IM问题的高潜力工具。
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