2014
DOI: 10.1371/journal.pone.0089843
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Using Auxiliary Information to Improve Wildlife Disease Surveillance When Infected Animals Are Not Detected: A Bayesian Approach

Abstract: There are numerous situations in which it is important to determine whether a particular disease of interest is present in a free-ranging wildlife population. However adequate disease surveillance can be labor-intensive and expensive and thus there is substantial motivation to conduct it as efficiently as possible. Surveillance is often based on the assumption of a simple random sample, but this can almost always be improved upon if there is auxiliary information available about disease risk factors. We presen… Show more

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Cited by 22 publications
(54 citation statements)
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“…These data represent the “learning dataset” of Heisey et al. (). We classified animals into 16 discrete surveillance classes based on age, sex, and mortality source.…”
Section: Methodsmentioning
confidence: 99%
See 3 more Smart Citations
“…These data represent the “learning dataset” of Heisey et al. (). We classified animals into 16 discrete surveillance classes based on age, sex, and mortality source.…”
Section: Methodsmentioning
confidence: 99%
“…Following (Heisey et al., ), we used a discrete proportional hazards model to estimate the relative CWD infection rate associated with the surveillance class of interest based on the Wisconsin data:Efalse[yitalicijfalse]=1expfalse(exp(false[μref+xitalicijbold-italicβ+τ×ti+αjfalse])false)where y ij is the binary outcome ( y ij = 1 indicates a positive CWD sample) for deer i located in the j th spatial unit; μ ref is an intercept term for the reference class against which other surveillance classes are compared; x ij is a row vector indicating to which surveillance class animal i belongs and its location in the j th spatial unit; β is a column vector of surveillance class log infection rate ratios; τ accounts for a linear time trend in overall CWD infection rate; t i is the year the i th deer was collected; and α j is a random effect for the j th spatial unit. We specified the reference class ( μ ref ) as hunter‐harvested yearling males because it is a significant portion of the annual harvest and thus a demographic class for which CWD presence is particularly relevant (Heisey et al., ; Walsh & Miller, ). The inverse of the complimentary log–log link ( inv‐cloglog ) function maps parameters from the complimentary log–log scale to the prevalence scale such that π ref = inv‐cloglog ( μ ref ) is prevalence of the reference class (hunter‐harvested yearling males) in our surveillance stream, and π l = inv‐cloglog ( μ ref + β l ) is prevalence of the l th surveillance class.…”
Section: Methodsmentioning
confidence: 99%
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“…Surveillance is often based on the assumption of a simple random sample, but this can almost always be improved upon if there is auxiliary information available about disease risk factors. 15 Owing to the fact that conducting an unbiased surveillance in free-ranging mammal populations is often more challenging, the passive opportunistic case identi¯cation is, thus, generally more often used for the detection of disease events in wild animals. 16 Government-supported active and passive wildlife disease survey programs have long been carried in Taiwan, however, zoo animals were often the major target simply because the majority of these exhibited animals were imported and the varieties and population of native wild-ranging wild animals are very limited.…”
Section: Introductionmentioning
confidence: 99%