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Diversifying Seeds and Audience in Social Influence Maximization

机译:社会影响力最大化中种子和受众的多样化

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Influence maximization (IM) has been extensively studied for better viral marketing. However, previous works put less emphasis on how balancedly the audience are affected across different communities and how diversely the seed nodes are selected. In this paper, we incorporate audience diversity and seed diversity into the IM task. From the model perspective, in order to characterize both influence spread and diversity in our objective function, we adopt three commonly used utilities in economics (i.e., Perfect Substitutes, Perfect Complements and Cobb-Douglas). We validate our choices of these three functions by showing their nice properties. From the algorithmic perspective, we present various approximation strategies to maximize the utilities. In audience diversification, we propose a solution-dependent approximation algorithm to circumvent the hardness results. In seed diversification, we prove a (1/e - ∊) approximation ratio based on non-monotonic submodular maximization. Experimental results show that our framework outperforms other natural heuristics both in utility maximization and result diversification.
机译:为了更好地进行病毒营销,已经对影响最大化(IM)进行了广泛的研究。但是,以前的工作很少强调观众在不同社区中受到的影响如何平衡以及种子节点的选择方式如何不同。在本文中,我们将受众多样性和种子多样性纳入IM任务中。从模型的角度来看,为了刻画目标函数中影响力的扩散和多样性,我们采用了经济学中三种常用的效用(即完全替代,完美互补和柯布-道格拉斯)。我们通过显示它们的良好属性来验证我们对这三个函数的选择。从算法的角度来看,我们提出了各种近似策略来最大化效用。在受众多样化中,我们提出了一种依赖解决方案的近似算法来规避硬度结果。在种子多样化中,我们基于非单调子模极大值证明了(1 / e-∊)近似比。实验结果表明,我们的框架在效用最大化和结果多样化方面均优于其他自然启发法。

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