Literature DB >> 25043925

Prevalence estimation subject to misclassification: the mis-substitution bias and some remedies.

Zhiwei Zhang1, Chunling Liu, Sungduk Kim, Aiyi Liu.   

Abstract

We consider the problem of estimating the prevalence of a disease under a group testing framework. Because assays are usually imperfect, misclassification of disease status is a major challenge in prevalence estimation. To account for possible misclassification, it is usually assumed that the sensitivity and specificity of the assay are known and independent of the group size. This assumption is often questionable, and substitution of incorrect values of an assay's sensitivity and specificity can result in a large bias in the prevalence estimate, which we refer to as the mis-substitution bias. In this article, we propose simple designs and methods for prevalence estimation that do not require known values of assay sensitivity and specificity. If a gold standard test is available, it can be applied to a validation subsample to yield information on the imperfect assay's sensitivity and specificity. When a gold standard is unavailable, it is possible to estimate assay sensitivity and specificity, either as unknown constants or as specified functions of the group size, from group testing data with varying group size. We develop methods for estimating parameters and for finding or approximating optimal designs, and perform extensive simulation experiments to evaluate and compare the different designs. An example concerning <span class="Species">human immunodeficiency virus infection is used to illustrate the validation subsample design.
Copyright © 2014 John Wiley & Sons, Ltd.

Entities:  

Keywords:  dilution effect; group testing; maximum likelihood; optimal design; pooled testing; sensitivity; specificity; test error

Mesh:

Year:  2014        PMID: 25043925      PMCID: PMC4184986          DOI: 10.1002/sim.6268

Source DB:  PubMed          Journal:  Stat Med        ISSN: 0277-6715            Impact factor:   2.373


  26 in total

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2.  The efficiency of pooling in the detection of rare mutations.

Authors:  J L Gastwirth
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3.  Logistic regression analysis of biomarker data subject to pooling and dichotomization.

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4.  Using group testing to estimate a proportion, and to test the binomial model.

Authors:  C L Chen; W H Swallow
Journal:  Biometrics       Date:  1990-12       Impact factor: 2.571

5.  Optimality of group testing in the presence of misclassification.

Authors:  Aiyi Liu; Chunling Liu; Zhiwei Zhang; Paul S Albert
Journal:  Biometrika       Date:  2011-12-29       Impact factor: 2.445

6.  Analysis of multistage pooling studies of biological specimens for estimating disease incidence and prevalence.

Authors:  R Brookmeyer
Journal:  Biometrics       Date:  1999-06       Impact factor: 2.571

7.  Studies of AIDS and HIV surveillance. Screening tests: can we get more by doing less?

Authors:  X M Tu; E Litvak; M Pagano
Journal:  Stat Med       Date:  1994 Oct 15-30       Impact factor: 2.373

8.  Evaluation of a confidential method of excluding blood donors exposed to human immunodeficiency virus.

Authors:  J Nusbacher; J Chiavetta; R Naiman; B Buchner; V Scalia; R Herst
Journal:  Transfusion       Date:  1986 Nov-Dec       Impact factor: 3.157

9.  Evaluation of human immunodeficiency virus seroprevalence in population surveys using pooled sera.

Authors:  R L Kline; T A Brothers; R Brookmeyer; S Zeger; T C Quinn
Journal:  J Clin Microbiol       Date:  1989-07       Impact factor: 5.948

10.  Improved confidence intervals of a small probability from pooled testing with misclassification.

Authors:  Chunling Liu; Aiyi Liu; Bo Zhang; Zhiwei Zhang
Journal:  Front Public Health       Date:  2013-10-07
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  6 in total

1.  Group testing regression models with dilution submodels.

Authors:  Md S Warasi; Christopher S McMahan; Joshua M Tebbs; Christopher R Bilder
Journal:  Stat Med       Date:  2017-08-30       Impact factor: 2.373

2.  Estimating the prevalence of multiple diseases from two-stage hierarchical pooling.

Authors:  Md S Warasi; Joshua M Tebbs; Christopher S McMahan; Christopher R Bilder
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3.  Optimal group testing designs for estimating prevalence with uncertain testing errors.

Authors:  Shih-Hao Huang; Mong-Na Lo Huang; Kerby Shedden; Weng Kee Wong
Journal:  J R Stat Soc Series B Stat Methodol       Date:  2016-12-19       Impact factor: 4.488

4.  Efficient methods for the estimation of the multinomial parameter for the two-trait group testing model.

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Journal:  Electron J Stat       Date:  2019-08-14       Impact factor: 1.125

5.  Group testing can improve the cost-efficiency of prospective-retrospective biomarker studies.

Authors:  Wei Zhang; Zhiwei Zhang; Julia Krushkal; Aiyi Liu
Journal:  BMC Med Res Methodol       Date:  2021-03-19       Impact factor: 4.615

6.  A methodology for deriving the sensitivity of pooled testing, based on viral load progression and pooling dilution.

Authors:  Ngoc T Nguyen; Hrayer Aprahamian; Ebru K Bish; Douglas R Bish
Journal:  J Transl Med       Date:  2019-08-06       Impact factor: 5.531

  6 in total

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