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A sub-exponential branching process to study early epidemic dynamics with application to Ebola

2019-10-08

Abstract excerpt

Exponential growth is a mathematically convenient model for the early stages of an outbreak of an infectious disease. However, for many pathogens (such as Ebola virus) the initial rate of transmission may be sub-exponential, even before transmission is affected by depletion of susceptible individuals. We present a stochastic multi-scale model capable of representing sub-exponential transmission: an in-homogeneous...

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Literature Corpus work
330e8fed-d685-52f1-8b23-929b170a8187
DOI
10.1101/797878
Open publication

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A sub-exponential branching process to study early epidemic dynamics with application to EbolaDOI 10.1101/797878
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