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Community-based diffusion scheme using Markov chain and spectral clustering for mobile social networks

机译:基于马尔可夫链和频谱聚类的基于社区的移动社交网络扩散方案

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With the increase in the number of mobile devices such as tablets and smart watches, mobile social networks (MSNs) provide great opportunities for people to exchange information. As a result, information diffusion has become a critical issue in the emerging MSNs. In this paper, we address the problem of finding the top-k influential users who can effectively spread information in a network, which is referred to as the diffusion minimization problem. In order to minimize the spreading period, we can utilize the k-center problem, but which has a time complexity of NP-hard. We propose a community-based diffusion scheme using Markov chain and spectral clustering (CDMS) to minimize the spreading time by adopting a community concept based on the geographic regularity of human mobility in the MSNs. We exploit the Markov chain to predict a node's mobility patterns and cluster the predicted patterns using the spectral graph theory. Finally, we select the top-k influential nodes in each community. Simulations are performed using the NS-2, based on the home-cell community-based mobility model, to show that the proposed scheme results in MSNs. In addition, we demonstrate that CDMS outperforms the noncommunity-based algorithms in terms of the number of nodes and ratio of k influential nodes.
机译:随着平板电脑和智能手表等移动设备数量的增加,移动社交网络(MSN)为人们交换信息提供了巨大的机会。结果,信息传播已成为新兴MSN中的关键问题。在本文中,我们解决了寻找可以在网络中有效传播信息的前k位有影响力的用户的问题,这被称为扩散最小化问题。为了最小化扩展周期,我们可以利用k中心问题,但是时间复杂度为NP-hard。我们提出了一种基于马尔可夫链和频谱聚类(CDMS)的基于社区的扩散方案,通过采用基于MSN中人类流动性地理规律的社区概念来最小化扩散时间。我们利用马尔可夫链来预测节点的移动性模式,并使用频谱图理论对预测的模式进行聚类。最后,我们选择每个社区中排名前k位的影响力节点。基于基于家庭小区社区的移动性模型,使用NS-2进行了仿真,结果表明所提出的方案产生了MSN。此外,我们证明了CDMS在节点数量和k个影响节点的比率方面优于基于非社区的算法。

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