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Influence Maximization Algorithm in Social Networks Based on Three Degrees of Influence Rule

机译:基于三级影响规则的社交网络影响力最大化算法

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Influence maximization algorithms in social networks are aimed at mining the most influential TOP-K nodes in the current social network, through which we will get the fastest spreading speed of information and the widest scope of influence by putting those nodes as initial active nodes and spreading them in a specific diffusion model. Nowadays, influence maximization algorithms in large-scale social networks are required to be of low time complexity and high accuracy, which are very hard to meet at the same time. The traditional Degree Centrality algorithm, despite of its simple structure and less complexity, has less satisfactory accuracy. The Closeness Centrality algorithm and the Betweenness Centrality algorithm are comparatively highly accurate having taken global metrics into consideration. However, their time complexity is also higher. Hence, a new algorithm based on Three Degrees of Influence Rule, namely, Linear-Decrescence Degree Centrality Algorithm, is proposed in this paper in order to meet the above two requirements for influence maximization algorithms in large-scale social networks. This algorithm, as a tradeoff between the low accuracy degree algorithm and other high time complexity algorithms, can meet the requirements of high accuracy and low time complexity at the same time.
机译:社交网络中的影响力最大化算法旨在挖掘当前社交网络中最具影响力的TOP-K节点,通过将这些节点作为初始活动节点并进行传播,我们将获得最快的信息传播速度和最大的影响范围他们在一个特定的扩散模型。如今,大规模社交网络中的影响力最大化算法要求时间复杂度低,准确性高,很难同时满足。传统的度数中心度算法尽管结构简单,复杂度较低,但准确性却较差。考虑到全局度量,“紧密度中心性”算法和“中间度中心性”算法相对较高。但是,它们的时间复杂度也更高。因此,本文提出了一种基于三影响度规则的新算法,即线性衰落度中心度算法,以满足大型社交网络中影响最大化算法的上述两个要求。该算法作为低精度度算法与其他高时间复杂度算法之间的折衷,可以同时满足高精度和低时间复杂度的要求。

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