Extinction pathways and outbreak vulnerability in a stochastic Ebola model

Garrett T. Nieddu, Lora Billings, James H. Kaufman, Eric Forgoston, Simone Bianco

Research output: Contribution to journalArticle

10 Scopus citations

Abstract

A zoonotic disease is a disease that can be passed from animals to humans. Zoonotic viruses may adapt to a human host eventually becoming endemic in humans, but before doing so punctuated outbreaks of the zoonotic virus may be observed. The Ebola virus disease (EVD) is an example of such a disease. The animal population in which the disease agent is able to reproduce in sufficient number to be able to transmit to a susceptible human host is called a reservoir. There is little work devoted to understanding stochastic population dynamics in the presence of a reservoir, specifically the phenomena of disease extinction and reintroduction. Here, we build a stochastic EVD model and explicitly consider the impacts of an animal reservoir on the disease persistence. Our modelling approach enables the analysis of invasion and fade-out dynamics, including the efficacy of possible intervention strategies. We investigate outbreak vulnerability and the probability of local extinction and quantify the effective basic reproduction number. We also consider the effects of dynamic population size. Our results provide an improved understanding of outbreak and extinction dynamics in zoonotic diseases, such as EVD.

Original languageEnglish
Article number20160847
JournalJournal of the Royal Society Interface
Volume14
Issue number127
DOIs
StatePublished - 1 Feb 2017

Keywords

  • Disease dynamics
  • Ebola
  • Outbreak
  • Reservoir
  • Stochastic modelling
  • Zoonosis

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