2022
DOI: 10.1007/s11538-022-01026-2
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A Mean-Field Approximation of SIR Epidemics on an Erdös–Rényi Network Model

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Cited by 3 publications
(2 citation statements)
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“…In addition, we introduce individuals with different fluctuation patterns in social networks, and their adoption probability are represented by the mathematical function: In this study, our experiments were based on the classical Erds-Rnyi (ER) network model [37] and Scale-Free (SF) network model [38]. Within the model, the variable m is employed to quantify the extent of information acquisition by an individual i within a network.…”
Section: Propagation Modelmentioning
confidence: 99%
“…In addition, we introduce individuals with different fluctuation patterns in social networks, and their adoption probability are represented by the mathematical function: In this study, our experiments were based on the classical Erds-Rnyi (ER) network model [37] and Scale-Free (SF) network model [38]. Within the model, the variable m is employed to quantify the extent of information acquisition by an individual i within a network.…”
Section: Propagation Modelmentioning
confidence: 99%
“…Disease models can broadly be divided into between-host analysis-those which analyze spread of the disease from one person to another-and in-host analysis-those which analyze the dynamics of the disease and immune response within a person 41,44,51,15,27,47 . Even in the realm of between-host analysis, there are a variety of approaches one may take including compartmental modeling (as in this study and many of the references below), network models 20,43,17,39,52 , agent-based models 31,32,34,42 , and self-exciting point process models 13,30,24 . Modeling a pandemic with high fidelity would likely require multiscale considerations, so some effort has been devoted to developing combined between-and-within-host models 5,45,12 .…”
Section: Introductionmentioning
confidence: 99%