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Online Social Network Emergency Public Event Information Propagation and Nonlinear Mathematical Modeling

机译:在线社交网络紧急公共事件信息的传播和非线性数学建模

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Emergency public event arises everyday on social network. The information propagation of emergency public event (favorable and harmful) is researched. The dynamics of a susceptible-infected-susceptible and susceptible-infected-removed epidemic models incorporated with information propagation of emergency public event are studied. In particular, we investigate the propagation model and the infection spreading pattern using nonlinear dynamic method and results obtained through extensive numerical simulations. We further generalize the model for any arbitrary number of infective network nodes to mimic existing scenarios in online social network. The simulation results reveal that the inclusion of multiple infective node achieved stability and equilibrium in the proposed information propagation model.
机译:紧急公共事件每天在社交网络上发生。研究了突发公共事件(有利和有害)的信息传播。研究了与突发公共事件的信息传播相结合的易感性感染易感性和易感性去除流行病模型的动力学。特别是,我们使用非线性动态方法研究传播模型和感染扩散模式,并通过广泛的数值模拟获得了结果。我们进一步针对任意数量的感染性网络节点推广该模型,以模仿在线社交网络中的现有方案。仿真结果表明,在所提出的信息传播模型中,包含多个感染节点实现了稳定性和平衡性。

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