谣言
关系(数据库)
网络结构
计算机科学
对偶(语法数字)
统计物理学
网络拓扑
社交网络(社会语言学)
数学
计量经济学
拓扑(电路)
理论计算机科学
物理
数据挖掘
社会化媒体
组合数学
艺术
公共关系
文学类
万维网
政治学
操作系统
作者
Dandan Li,Wenqi Qian,Xiaoxiao Sun,Dun Han,Mei Sun
标识
DOI:10.1016/j.amc.2023.128233
摘要
The increasing number of online ties created on social platforms has made our social relations and influences more complex and diverse. This paper proposes a multilayer-like network model for rumor spreading that incorporates both strong and weak relations. Two types of fixed topologies are used to describe strong relations, while the activity-driven model is employed for weak relations. The model also takes into consideration the differential propagation abilities of individuals. The rumor spreading thresholds are theoretically derived using mean-field theory and an approximation method, which are consistent with simulation results. Results indicate that differences in individuals’ strong relations significantly influence rumor spreading. Specifically, when the strong relation structure is a heterogeneous network, the density of rumor spreaders reaches equilibrium in a shorter time, and the final density of rumor spreaders is higher. However, when the strong relation structure is a homogeneous network and individuals’ activity rates are negatively correlated with their propagation abilities, rumor spreading is easier. Interestingly, the opposite result is obtained when the strong relation structure is a heterogeneous network. Additionally, individuals’ propagation abilities and weak relations can affect the final density of rumor spreaders, but the effects are not identical.
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