Anticipating epidemic transitions with imperfect data.

Epidemic transitions are an important feature of infectious disease systems. As the transmissibility of a pathogen increases, the dynamics of disease spread shifts from limited stuttering chains of transmission to potentially large scale outbreaks. One proposed method to anticipate this transition a...

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Main Authors: Tobias S Brett, Eamon B O'Dea, Éric Marty, Paige B Miller, Andrew W Park, John M Drake, Pejman Rohani
Format: Article
Language:English
Published: Public Library of Science (PLoS) 2018-06-01
Series:PLoS Computational Biology
Online Access:http://europepmc.org/articles/PMC6010299?pdf=render
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spelling doaj-d0a1850aa5ab4e45a5072f723da8a1b12020-11-25T01:18:26ZengPublic Library of Science (PLoS)PLoS Computational Biology1553-734X1553-73582018-06-01146e100620410.1371/journal.pcbi.1006204Anticipating epidemic transitions with imperfect data.Tobias S BrettEamon B O'DeaÉric MartyPaige B MillerAndrew W ParkJohn M DrakePejman RohaniEpidemic transitions are an important feature of infectious disease systems. As the transmissibility of a pathogen increases, the dynamics of disease spread shifts from limited stuttering chains of transmission to potentially large scale outbreaks. One proposed method to anticipate this transition are early-warning signals (EWS), summary statistics which undergo characteristic changes as the transition is approached. Although theoretically predicted, their mathematical basis does not take into account the nature of epidemiological data, which are typically aggregated into periodic case reports and subject to reporting error. The viability of EWS for epidemic transitions therefore remains uncertain. Here we demonstrate that most EWS can predict emergence even when calculated from imperfect data. We quantify performance using the area under the curve (AUC) statistic, a measure of how well an EWS distinguishes between numerical simulations of an emerging disease and one which is stationary. Values of the AUC statistic are compared across a range of different reporting scenarios. We find that different EWS respond to imperfect data differently. The mean, variance and first differenced variance all perform well unless reporting error is highly overdispersed. The autocorrelation, autocovariance and decay time perform well provided that the aggregation period of the data is larger than the serial interval and reporting error is not highly overdispersed. The coefficient of variation, skewness and kurtosis are found to be unreliable indicators of emergence. Overall, we find that seven of ten EWS considered perform well for most realistic reporting scenarios. We conclude that imperfect epidemiological data is not a barrier to using EWS for many potentially emerging diseases.http://europepmc.org/articles/PMC6010299?pdf=render
collection DOAJ
language English
format Article
sources DOAJ
author Tobias S Brett
Eamon B O'Dea
Éric Marty
Paige B Miller
Andrew W Park
John M Drake
Pejman Rohani
spellingShingle Tobias S Brett
Eamon B O'Dea
Éric Marty
Paige B Miller
Andrew W Park
John M Drake
Pejman Rohani
Anticipating epidemic transitions with imperfect data.
PLoS Computational Biology
author_facet Tobias S Brett
Eamon B O'Dea
Éric Marty
Paige B Miller
Andrew W Park
John M Drake
Pejman Rohani
author_sort Tobias S Brett
title Anticipating epidemic transitions with imperfect data.
title_short Anticipating epidemic transitions with imperfect data.
title_full Anticipating epidemic transitions with imperfect data.
title_fullStr Anticipating epidemic transitions with imperfect data.
title_full_unstemmed Anticipating epidemic transitions with imperfect data.
title_sort anticipating epidemic transitions with imperfect data.
publisher Public Library of Science (PLoS)
series PLoS Computational Biology
issn 1553-734X
1553-7358
publishDate 2018-06-01
description Epidemic transitions are an important feature of infectious disease systems. As the transmissibility of a pathogen increases, the dynamics of disease spread shifts from limited stuttering chains of transmission to potentially large scale outbreaks. One proposed method to anticipate this transition are early-warning signals (EWS), summary statistics which undergo characteristic changes as the transition is approached. Although theoretically predicted, their mathematical basis does not take into account the nature of epidemiological data, which are typically aggregated into periodic case reports and subject to reporting error. The viability of EWS for epidemic transitions therefore remains uncertain. Here we demonstrate that most EWS can predict emergence even when calculated from imperfect data. We quantify performance using the area under the curve (AUC) statistic, a measure of how well an EWS distinguishes between numerical simulations of an emerging disease and one which is stationary. Values of the AUC statistic are compared across a range of different reporting scenarios. We find that different EWS respond to imperfect data differently. The mean, variance and first differenced variance all perform well unless reporting error is highly overdispersed. The autocorrelation, autocovariance and decay time perform well provided that the aggregation period of the data is larger than the serial interval and reporting error is not highly overdispersed. The coefficient of variation, skewness and kurtosis are found to be unreliable indicators of emergence. Overall, we find that seven of ten EWS considered perform well for most realistic reporting scenarios. We conclude that imperfect epidemiological data is not a barrier to using EWS for many potentially emerging diseases.
url http://europepmc.org/articles/PMC6010299?pdf=render
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