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Influence Equilibrium Problem Research Based on Common Interests in Mobile Social Network

机译:基于共同利益的移动社交网络影响力均衡问题研究

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Influence maximization refers to the number of influenced nodes reach to maximum by finding a set of seed nodes in social network. Due to peoples' excessive concentration of attention, sometimes, negative effects will appear during the influence propagation. However, the negative effects on influence propagation are not involved in the existing research work. In this paper, we consider the influence equilibrium problem in mobile social network. The goal of influence equilibrium is to balance the influential range of different kinds of seed sets through the way of node scheduling. Our goal is to reduce the negative effects by transforming the status of influence from excessive concentration to relatively balanced. There are two main challenges: (1) which nodes should be scheduled in mobile social network in order to achieve a balanced effect. (2) how to schedule the nodes. To address the two challenges, we estimate the randomness of nodes and then schedule the nodes which have high randomness. The entropy-based random walk select balance algorithm(RS_B) is proposed in this paper. To achieve the balanced effect, random walk procedure is adopted to choose the sets that can receive the scheduled nodes during the scheduling phase. However, new imbalance may arise during this procedure. Thus, the entropy-based max-min balance algorithm(MM_B) is proposed to deal with the new imbalance caused by RS_B algorithm. Theoretical analysis and experimental results show that the RS_B and MM_B algorithm can balance the influence range and MM_B performs better than RS_B.
机译:影响最大化是指通过在社交网络中找到一组种子节点来达到最大影响节点的数量。由于人们过度集中注意力,有时在影响传播过程中会出现负面影响。但是,对影响传播的负面影响并未涉及现有的研究工作。在本文中,我们考虑了移动社交网络中的影响均衡问题。影响平衡的目的是通过节点调度的方式来平衡不同种类种子集的影响范围。我们的目标是通过将影响状态从过度集中转变为相对平衡来减少负面影响。存在两个主要挑战:(1)应该在移动社交网络中调度哪些节点,以实现平衡的效果。 (2)如何调度节点。为了解决这两个挑战,我们估计节点的随机性,然后调度具有高随机性的节点。提出了一种基于熵的随机游动选择平衡算法(RS_B)。为了达到均衡的效果,采用随机游走程序来选择在调度阶段可以接收调度节点的集合。但是,在此过程中可能会出现新的不平衡现象。因此,提出了基于熵的最大-最小平衡算法(MM_B),以解决RS_B算法引起的新的不平衡问题。理论分析和实验结果表明,RS_B和MM_B算法可以平衡影响范围,并且MM_B的性能优于RS_B。

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