Bayes-i modellezés a gyakorlatban – tejelő tehénállományok állományon belüli paratuberkulózis- érintettségének becslése
Megtekintés/ Megnyitás
Dátum
2024-06Szerző
Veres, Katalin
Lang, Zsolt
Monostori, Attila
Ózsvári, László
DOI link
10.56385/magyallorv.2024.06.323-337Metaadat
Részletes rekordAbsztrakt
Background: Bayesian methodology is widely used in veterinary science to model
the prevalence of infectious diseases. The main reason for the rapid spread of
this methodology is that the Bayesian approach allows the incorporation of both
prior knowledge and new data into the estimates.
Objectives: The objective of this paper is to give an overview of how the Bayesian
methodology works and to present its key concepts. We illustrate the concept,
the method, and the interpretation of the outcome by modelling the within-herd
prevalence of paratuberculosis (PTBC) infection of individual dairy cattle farms.
Materials and Methods: In our study, Bayesian hierarchical modelling was used
to estimate the probability of PTBC infection among primi- and multiparous cows.
The model incorporates historical priors based on a nationwide voluntary screening
data. Linear regression was fitted to the outcome values obtained from the model
to provide thumb rules for prevalence estimation. Simulation was used to evaluate
the accuracy of the estimates. In addition, based on the results of the model,
we proposed fast and straightforward methods for estimating these quantities.
Results and Discussion: Based on the regression fitted to all individual
results, a simple multiplication of 1.6 for primiparous and 1.5 for multiparous
cows is sufficient to get an approximate estimate of the true PTBC prevalence.
The simulation study showed that the true prevalence was covered by the
95% credible interval in approximately 90% of the simulated herds, both for
primi- and multiparous cows. Testing only a given proportion of the cows in the
herds did not change the coverage level but decreased the precision providing
wider credible intervals. Understanding the difference between apparent and
true prevalence is essential in the quantitative analysis of infectious diseases.
Bayesian methods can be used to estimate the true prevalence, helping the
herd management to assess the damage caused by infection and develop
appropriate preventive measures.