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arXiv · 1710.02274

A model of spreading of sudden events on social networks

Jiao Wu·Muhua Zheng·Zi-Ke Zhang·Wei Wang·Changgui Gu·Zonghua Liu
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Abstract

Information spreading has been studied for decades, but its underlying mechanism is still under debate, especially for those ones spreading extremely fast through Internet. By focusing on the information spreading data of six typical events on Sina Weibo, we surprisingly find that the spreading of modern information shows some new features, i.e. either extremely fast or slow, depending on the individual events. To understand its mechanism, we present a Susceptible-Accepted-Recovered (SAR) model with both information sensitivity and social reinforcement. Numerical simulations show that the model can reproduce the main spreading patterns of the six typical events. By this model we further reveal that the spreading can be speeded up by increasing either the strength of information sensitivity or social reinforcement. Depending on the transmission probability and information sensitivity, the final accepted size can change from continuous to discontinuous transition when the strength of the social reinforcement is large. Moreover, an edge-based compartmental theory is presented to explain the numerical results. These findings may be of significance on the control of information spreading in modern society.

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Jiao Wu, Muhua Zheng, Zi-Ke Zhang, Wei Wang, Changgui Gu, Zonghua Liu. 2017-10-06. A model of spreading of sudden events on social networks. https://doi.org/10.1063/1.5009315

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