2020
DOI: 10.1111/tbed.13566
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Post‐outbreak African horse sickness surveillance: A scenario tree evaluation in South Africa’s controlled area

Abstract: An African horse sickness (AHS) outbreak occurred in March and April 2016 in the controlled area of South Africa. This extended an existing trade suspension of live equids from South Africa to the European Union. In the post‐outbreak period ongoing passive and active surveillance, the latter in the form of monthly sentinel surveillance and a stand‐alone freedom from disease survey in March 2017, took place. We describe a stochastic scenario tree analysis of these surveillance components for 24 months, starting… Show more

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“…The subclinical rate of infection ( P subclin ) for AHS cases influences both the probability of infection (since reported cases in the endemic area are generally through passive surveillance) and the probability that infected horses will be detected by private veterinarians during pre-movement health certification ( P detect ). P subclin was based on the clinical case proportions observed in randomly selected outbreaks in the AHS controlled area where sub-clinical cases of the disease have been previously described (2011, 2014 and 2016 [ 17 ]). In short, a Beta ( subclin i +1, n i − subclin i +1) distribution was used using an uninformed prior Bayesian estimate, where subclin subclinical cases were observed in outbreak i of a total of n outbreak cases.…”
Section: Methodsmentioning
confidence: 99%
“…The subclinical rate of infection ( P subclin ) for AHS cases influences both the probability of infection (since reported cases in the endemic area are generally through passive surveillance) and the probability that infected horses will be detected by private veterinarians during pre-movement health certification ( P detect ). P subclin was based on the clinical case proportions observed in randomly selected outbreaks in the AHS controlled area where sub-clinical cases of the disease have been previously described (2011, 2014 and 2016 [ 17 ]). In short, a Beta ( subclin i +1, n i − subclin i +1) distribution was used using an uninformed prior Bayesian estimate, where subclin subclinical cases were observed in outbreak i of a total of n outbreak cases.…”
Section: Methodsmentioning
confidence: 99%