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A Hierarchy Based Influence Maximization Algorithm in Social Networks

机译:社交网络中基于层次的影响力最大化算法

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Influence maximization refers to mining top-K most influential nodes from a social network to maximize the final propagation of influence in the network, which is one of the key issues in social network analysis. It is a discrete optimization problem and is also NP-hard under both independent cascade and linear threshold models. The existing researches show that although the greedy algorithm can achieve an approximate ratio of (1 - 1/e), its time cost is expensive. Heuristic algorithms can improve the efficiency, but they sacrifice a certain degree of accuracy. In order to improve efficiency without sacrificing much accuracy, in this paper, we propose a new approach called Hierarchy based Influence Maximization algorithm (HBIM in short) to mine top-K influential nodes. It is a two-phase method: (1) an algorithm for detecting information diffusion levels based on the first-order and second-order proximity between social nodes. (2) a dynamic programming algorithm for selecting levels to find influential nodes. Experiments show that our algorithm outperforms the benchmarks.
机译:影响力最大化是指从社交网络中挖掘前K个最有影响力的节点,以最大程度地扩大网络中最终的影响力传播,这是社交网络分析中的关键问题之一。它是一个离散的优化问题,在独立的级联模型和线性阈值模型下都是NP难的。现有研究表明,尽管贪婪算法可以达到大约(1-1 / e)的比率,但是其时间成本却很高。启发式算法可以提高效率,但会牺牲一定程度的准确性。为了在不牺牲准确性的情况下提高效率,本文提出了一种新的方法,即基于层次的影响最大化算法(简称HBIM),用于挖掘前K个有影响力的节点。它是一种两阶段方法:(1)一种基于社交节点之间的一阶和二阶接近度来检测信息扩散级别的算法。 (2)一种动态编程算法,用于选择级别以查找有影响力的节点。实验表明,我们的算法优于基准测试。

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