2020
DOI: 10.2172/1659688
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Persistent heterogeneity not short-term overdispersion determines herd immunity to COVID-19

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Cited by 19 publications
(26 citation statements)
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References 29 publications
(68 reference statements)
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“…Our results contrasting mechanistic variable exposure and susceptibility models are in line with theoretical studies, which also indicate that models incorporating heterogeneity in exposure have more pronounced effects on HITs than models incorporating heterogeneity in susceptibility, assuming comparable continuous distributions of exposure and susceptibility [4, 6]. Tkachenko et al showed that the HIT = 1 − (1 /R 0 ) (1 /λ ) , where λ is either 1 + CV 2 for variable susceptibility models or 1 + CV 2 (2 + γ s CV ) / (1 + CV 2 ) for variable exposure models, and CV is the coefficient of variation and γ s is the skewness for the exposure distribution [6]. We calculated CV and skewness using the susceptibility and activity ratios and substituted those values into the HIT formula, which is an approximation because our exposure and susceptibility distributions are discrete; nonetheless, the approximations result in similar HIT curves to the simulation results (Supplementary Figure 4).…”
Section: Supplementary Informationsupporting
confidence: 85%
See 1 more Smart Citation
“…Our results contrasting mechanistic variable exposure and susceptibility models are in line with theoretical studies, which also indicate that models incorporating heterogeneity in exposure have more pronounced effects on HITs than models incorporating heterogeneity in susceptibility, assuming comparable continuous distributions of exposure and susceptibility [4, 6]. Tkachenko et al showed that the HIT = 1 − (1 /R 0 ) (1 /λ ) , where λ is either 1 + CV 2 for variable susceptibility models or 1 + CV 2 (2 + γ s CV ) / (1 + CV 2 ) for variable exposure models, and CV is the coefficient of variation and γ s is the skewness for the exposure distribution [6]. We calculated CV and skewness using the susceptibility and activity ratios and substituted those values into the HIT formula, which is an approximation because our exposure and susceptibility distributions are discrete; nonetheless, the approximations result in similar HIT curves to the simulation results (Supplementary Figure 4).…”
Section: Supplementary Informationsupporting
confidence: 85%
“…However, population homogeneity is an unrealistic assumption, and models incorporating hetero-geneity in social exposure and infection susceptibility (defined as the probability of infection given exposure) generally result in lowered HITs [26]. The key idea behind these models is that sub-populations important for epidemic spread (i.e., those with substantially increased susceptibility or exposure) become infected – and thus develop immunity – early on in an epidemic’s course.…”
Section: Introductionmentioning
confidence: 99%
“…Super-spreading can also have a social component, exemplified by highly social individuals, who come into contact with a large number of people in a limited time-frame. However, such individuals would also be super receivers , a trait which impacts the epidemic even in the absence of mitigation [20, 25]. In any case, ability as well as opportunity is necessary for superspreading to occur.…”
Section: Figmentioning
confidence: 99%
“…The model of [8] is based on the observation [9, 11, 13] that the epidemic spread network is not homogeneous, where distinct individuals are infectious (likely to infect others) and susceptible (likely to become infected themselves) in various degrees. The heterogeneity of these values among individuals is recognized as overdispersion or super-spreading ( super-spreaders are a class of individuals whose secondary infection rate is very high [5]).…”
Section: Introductionmentioning
confidence: 99%