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Discrete particle swarm optimization based influence maximization in complex networks

机译:基于离散粒子群优化的复杂网络影响最大化

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The aim of influence maximization problem is to mine a small set of influential individuals in a complex network which could reach the maximum influence spread. In this paper, an efficient fitness function based on local influence is designed to estimate the influence spread. Then, we propose a discrete particle swarm optimization based algorithm to find the final set with the maximum value of the fitness function. In the proposed algorithm, discrete position and velocity are redefined and problem-specific update rules are designed. In order to accelerate the convergence, we introduce a degree-based population initialization method and a mutation learning based local search strategy. Experimental results compared with four comparison algorithms show that our proposed algorithm is able to efficiently find good-quality solutions.
机译:影响最大化问题的目的是在复杂的网络中挖掘一小群有影响力的个体,这些个体可以达到最大的影响力分布。本文设计了一种基于局部影响力的有效适应度函数来估计影响力的分布。然后,我们提出了一种基于离散粒子群优化的算法,以找到适应度函数为最大值的最终集合。在提出的算法中,离散位置和速度被重新定义,并设计了针对特定问题的更新规则。为了加速收敛,我们引入了基于度的总体初始化方法和基于变异学习的局部搜索策略。实验结果与四种比较算法的比较表明,我们提出的算法能够有效地找到优质的解决方案。

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