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Activity Minimization of Misinformation Influence in Online Social Networks

机译:在线社交网络中错误信息影响的活动最小化

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摘要

In recent years, online social media has flourished, and a large amount of information has spread through social platforms, changing the way in which people access information. The authenticity of information content is weakened, and all kinds of misinformation rely on social media to spread rapidly. Network space governance and providing a trusted network environment are of critical significance. In this article, we study a novel problem called activity minimization of misinformation influence (AMMI) problem that blocks a node set from the network such that the total amount of misinformation interaction between nodes (TAMIN) is minimized. That is to say, the AMMI problem is to select K nodes from a given social network G to block so that the TAMIN is the smallest. We prove that the objective function is neither submodular nor supermodular and propose a heuristic greedy algorithm (HGA) to select top K nodes for removal. Furthermore, in order to evaluate our proposed method, extensive experiments have been carried out on three real-world networks. The experimental results demonstrate that our proposed method outperforms comparison approaches.
机译:近年来,在线社交媒体蓬勃发展,大量信息通过社交平台传播,改变了人们访问信息的方式。信息内容的真实性被削弱,各种错误信息依赖于社交媒体迅速传播。网络空间治理并提供可信网络环境具有重要意义。在本文中,我们研究了一个名为活动最小化的新问题,最小化错误信息影响(AMMI)问题,其阻止从网络中设置的节点,使得节点之间的误报相互作用量(Tamin)最小化。也就是说,AMMI问题是从给定的社交网络G中选择k节点来阻止,以便拨打Tamin是最小的。我们证明客观函数既不是子模具也不是超模,提出启发式贪婪算法(HGA)以选择用于拆卸的顶部K节点。此外,为了评估我们所提出的方法,已经在三个现实网络上进行了广泛的实验。实验结果表明,我们所提出的方法优于比较方法。

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