Stopping the SuperSpreader Epidemic: the lessons from SARS (with, perhaps, applications to MERS)
W. David Wick

TL;DR
This paper analyzes SuperSpreader epidemics like SARS using simulations and mathematics, revealing unique dynamics that inform effective interventions even without vaccines.
Contribution
It introduces a dual-parameter description (mean and variance) for SuperSpreader epidemics and demonstrates how interventions can be effective without reducing R0 below one.
Findings
High variance (V0) can lead to epidemic extinction despite R0 > 1
Interventions like isolation can be effective without lowering R0 below one
SuperSpreader epidemics may have a long, deceptive 'kindling' period
Abstract
I discuss the so-called SuperSpreader epidemic, for which SARS is the canonical examples (and, perhaps, MERS will be another). I use simulation by an agent-based model as well as the mathematics of multi-type branching-processes to illustrate how the SS epidemic differs from the more familiar uniform epidemic (e.g., caused by influenza). The conclusions may surprise the reader: (a) The SS epidemic must be described by at least two numbers, such as the mean reproductive number (of "secondary" cases caused by a "primary case"), R0, and the variance of same, call it V0; (b) Even if R0 > 1, if V0 >> R0 the probability that an infection-chain caused by one primary case goes extinct without intervention may be close to one (e.g., 0.97); (c) The SS epidemic may have a long "kindling period" in which sporadic cases appear (transmitted from some unknown host) and generate a cluster of cases, but…
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Taxonomy
TopicsCOVID-19 epidemiological studies · Zoonotic diseases and public health · SARS-CoV-2 and COVID-19 Research
