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Efficient Coupling Diffusion of Positive and Negative Information in Online Social Networks

机译:在线社交网络中的正面和负面信息的高效耦合扩散

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摘要

The increasing popularization of large-scale online social networks (OSNs) facilitates information sharing. Users are able to diffuse positive and negative information independently owing to the high openness of the OSNs. Due to the intervention of user's emotions and social relationships, the positive and negative information diffusion exhibits a complicated dynamic coupling diffusion process, in which the negative information diffusion can cause social panic and confusion. However, prior works mainly focus on the diffusion of single type of information. To fill this gap, this paper aims to investigate the dynamic diffusion process of the positive and negative information and control the negative information diffusion timely. Specifically, we first establish a coupling diffusion model to characterize the dynamic diffusion process under the coexistence of positive and negative information, then derive the critical condition for the negative information diffusion and certify the stability of the diffusion model. Furthermore, we propose two collaborative control strategies to persuade and guide users to diffuse the positive information simultaneously. Then, the issue of minimizing the total system costs is transformed to an optimal control problem. Finally, we prove the existence and uniqueness of optimal control solutions and obtain the dynamic distribution of optimal control strategies over time to minimize system costs. The experimental results obtained from two real-world datasets verify the effectiveness of our model and the high efficiency of the collaborative control strategies.
机译:越来越多的大型在线社交网络(OSN)促进了信息共享。用户能够独立地漫反应和负面信息,由于奥斯纳的高开放性。由于用户的情绪和社会关系的干预,正极和负数信息扩散表现出复杂的动态耦合扩散过程,其中负信息扩散可能导致社会恐慌和混乱。但是,先前的作品主要关注单一类型信息的扩散。为了填补这一差距,本文旨在研究正面和负面信息的动态扩散过程,并及时控制负面信息扩散。具体地,我们首先建立一个耦合扩散模型,以表征在正面和负数信息的共存下的动态扩散过程,然后导出负信息扩散的临界条件并证明扩散模型的稳定性。此外,我们提出了两种协作控制策略,以说服和指导用户同时扩散积极信息。然后,将总系统成本最小化的问题转变为最佳控制问题。最后,我们证明了最佳控制解决方案的存在性和唯一性,随着时间的推移获得了最佳控制策略的动态分布,以最大限度地减少系统成本。从两个现实世界数据集获得的实验结果验证了我们模型的有效性以及协作控制策略的高效率。

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