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Comparison of Bayesian and frequentist methods for prevalence estimation under misclassification
by
Flor, Matthias
, Greiner, Matthias
, Weiß, Michael
, Müller-Graf, Christine
, Selhorst, Thomas
in
Bayesian analysis
/ Bayesian prevalence estimate
/ Bias
/ Biostatistics
/ Biostatistics and methods
/ Confidence intervals
/ Construction methods
/ Datasets
/ Diagnostic sensitivity
/ Diagnostic systems
/ Diagnostic tests
/ Environmental Health
/ Epidemiology
/ Estimates
/ Imperfect diagnostic test
/ Management
/ Medical diagnosis
/ Medicine
/ Medicine & Public Health
/ Methods
/ Misclassification
/ Population
/ Prevalence estimation
/ Prevalence studies (Epidemiology)
/ Public Health
/ Research Article
/ Rogan-Gladen estimate
/ Sample size
/ Scientific errors
/ Simulation
/ Software
/ Statistical analysis
/ Statistical inference
/ Statistical methods
/ Vaccine
/ Validation studies
2020
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Comparison of Bayesian and frequentist methods for prevalence estimation under misclassification
by
Flor, Matthias
, Greiner, Matthias
, Weiß, Michael
, Müller-Graf, Christine
, Selhorst, Thomas
in
Bayesian analysis
/ Bayesian prevalence estimate
/ Bias
/ Biostatistics
/ Biostatistics and methods
/ Confidence intervals
/ Construction methods
/ Datasets
/ Diagnostic sensitivity
/ Diagnostic systems
/ Diagnostic tests
/ Environmental Health
/ Epidemiology
/ Estimates
/ Imperfect diagnostic test
/ Management
/ Medical diagnosis
/ Medicine
/ Medicine & Public Health
/ Methods
/ Misclassification
/ Population
/ Prevalence estimation
/ Prevalence studies (Epidemiology)
/ Public Health
/ Research Article
/ Rogan-Gladen estimate
/ Sample size
/ Scientific errors
/ Simulation
/ Software
/ Statistical analysis
/ Statistical inference
/ Statistical methods
/ Vaccine
/ Validation studies
2020
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Comparison of Bayesian and frequentist methods for prevalence estimation under misclassification
by
Flor, Matthias
, Greiner, Matthias
, Weiß, Michael
, Müller-Graf, Christine
, Selhorst, Thomas
in
Bayesian analysis
/ Bayesian prevalence estimate
/ Bias
/ Biostatistics
/ Biostatistics and methods
/ Confidence intervals
/ Construction methods
/ Datasets
/ Diagnostic sensitivity
/ Diagnostic systems
/ Diagnostic tests
/ Environmental Health
/ Epidemiology
/ Estimates
/ Imperfect diagnostic test
/ Management
/ Medical diagnosis
/ Medicine
/ Medicine & Public Health
/ Methods
/ Misclassification
/ Population
/ Prevalence estimation
/ Prevalence studies (Epidemiology)
/ Public Health
/ Research Article
/ Rogan-Gladen estimate
/ Sample size
/ Scientific errors
/ Simulation
/ Software
/ Statistical analysis
/ Statistical inference
/ Statistical methods
/ Vaccine
/ Validation studies
2020
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Comparison of Bayesian and frequentist methods for prevalence estimation under misclassification
Journal Article
Comparison of Bayesian and frequentist methods for prevalence estimation under misclassification
2020
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Overview
Background
Various methods exist for statistical inference about a prevalence that consider misclassifications due to an imperfect diagnostic test. However, traditional methods are known to suffer from truncation of the prevalence estimate and the confidence intervals constructed around the point estimate, as well as from under-performance of the confidence intervals’ coverage.
Methods
In this study, we used simulated data sets to validate a Bayesian prevalence estimation method and compare its performance to frequentist methods, i.e. the Rogan-Gladen estimate for prevalence,
RGE
, in combination with several methods of confidence interval construction. Our performance measures are (i) error distribution of the point estimate against the simulated true prevalence and (ii) coverage and length of the confidence interval, or credible interval in the case of the Bayesian method.
Results
Across all data sets, the Bayesian point estimate and the
RGE
produced similar error distributions with slight advantages of the former over the latter. In addition, the Bayesian estimate did not suffer from the
RGE
’s truncation problem at zero or unity. With respect to coverage performance of the confidence and credible intervals, all of the traditional frequentist methods exhibited strong under-coverage, whereas the Bayesian credible interval as well as a newly developed frequentist method by Lang and Reiczigel performed as desired, with the Bayesian method having a very slight advantage in terms of interval length.
Conclusion
The Bayesian prevalence estimation method should be prefered over traditional frequentist methods. An acceptable alternative is to combine the Rogan-Gladen point estimate with the Lang-Reiczigel confidence interval.
Publisher
BioMed Central,BioMed Central Ltd,Springer Nature B.V,BMC
Subject
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