期刊论文详细信息
BMC Medical Research Methodology
A trivariate meta-analysis of diagnostic studies accounting for prevalence and non-evaluable subjects: re-evaluation of the meta-analysis of coronary CT angiography studies
Haitao Chu2  Muhammad Fareed K Suri1  Xiaoye Ma2 
[1] Department of Neurology, University of Minnesota, MMC 295, 420 Delaware St. SE, 55455 Minneapolis, MN, USA;Division of Biostatistics, School of Public Health, University of Minnesota, A460 Mayo Building, MMC 303, 420 Delaware St. SE, 55455 Minneapolis, MN, USA
关键词: Non-evaluable subjects;    Diagnostic test;    Meta-analysis;   
Others  :  1090384
DOI  :  10.1186/1471-2288-14-128
 received in 2014-09-29, accepted in 2014-11-18,  发布年份 2014
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【 摘 要 】

Background

A recent paper proposed an intent-to-diagnose approach to handle non-evaluable index test results and discussed several alternative approaches, with an application to the meta-analysis of coronary CT angiography diagnostic accuracy studies. However, no simulation studies have been conducted to test the performance of the methods.

Methods

We propose an extended trivariate generalized linear mixed model (TGLMM) to handle non-evaluable index test results. The performance of the intent-to-diagnose approach, the alternative approaches and the extended TGLMM approach is examined by extensive simulation studies. The meta-analysis of coronary CT angiography diagnostic accuracy studies is re-evaluated by the extended TGLMM.

Results

Simulation studies showed that the intent-to-diagnose approach under-estimate sensitivity and specificity. Under the missing at random (MAR) assumption, the TGLMM gives nearly unbiased estimates of test accuracy indices and disease prevalence. After applying the TGLMM approach to re-evaluate the coronary CT angiography meta-analysis, overall median sensitivity is 0.98 (0.967, 0.993), specificity is 0.875 (0.827, 0.923) and disease prevalence is 0.478 (0.379, 0.577).

Conclusions

Under MAR assumption, the intent-to-diagnose approach under-estimate both sensitivity and specificity, while the extended TGLMM gives nearly unbiased estimates of sensitivity, specificity and prevalence. We recommend the extended TGLMM to handle non-evaluable index test subjects.

【 授权许可】

   
2014 Ma et al.; licensee BioMed Central Ltd.

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【 参考文献 】
  • [1]Begg CB, Greenes RA: Assessment of diagnostic tests when disease verification is subject to selection bias. Biometrics 1983, 39(1):207-215.
  • [2]de Groot JA, Dendukuri N, Janssen KJ, Reitsma JB, Brophy J, Joseph L, Bossuyt PM, Moons KG: Adjusting for partial verification or workup bias in meta-analyses of diagnostic accuracy studies. Am J Epidemiol 2012, 175(8):847-853.
  • [3]Harel O, Zhou X: Multiple imputation for correcting verification bias. Stat Med 2006, 25(22):3769-3786.
  • [4]Ransohoff DF, Feinstein AR: Problems of spectrum and bias in evaluating the efficacy of diagnostic tests. N Engl J Med 1978, 299(17):926-930.
  • [5]Begg CB, Greenes RA, Iglewicz B: The influence of uninterpretability on the assessment of diagnostic tests. J Chronic Dis 1986, 39(8):575-584.
  • [6]Schuetz GM, Schlattmann P: Use of 3×2 tables with an intention to diagnose approach to assess clinical performance of diagnostic tests: meta-analytical evaluation of coronary ct angiography studies. BMJ 2012, 345(2):6717-6717.
  • [7]Simel DL, Feussner JR, Delong ER, Matchar DB: Intermediate, indeterminate, and uninterpretable diagnostic test results. Med Decis Making 1987, 7(2):107-114.
  • [8]Rutter CM, Gatsonis CA: A hierarchical regression approach to meta-analysis of diagnostic test accuracy evaluations. Stat Med 2001, 20(19):2865-2884.
  • [9]Reitsma JB, Glas AS, Rutjes AW, Scholten RJ, Bossuyt PM, Zwinderman AH: Bivariate analysis of sensitivity and specificity produces informative summary measures in diagnostic reviews. J Clin Epidemiol 2005, 58(10):982-990.
  • [10]Harbord RM, Deeks JJ, Egger M, Whiting P, Sterne JA: A unification of models for meta-analysis of diagnostic accuracy studies. Biostatistics 2007, 8(2):239-251.
  • [11]Ma X, Nie L, Cole SR, Chu H: Statistical methods for multivariate meta-analysis of diagnostic tests: An overview and tutorial. Stat Methods Med Res 2013. in press
  • [12]Van Houwelingen HC, Arends LR, Stijnen T: Advanced methods in meta-analysis: multivariate approach and meta-regression. Stat Med 2002, 21(4):589-624.
  • [13]Zwinderman AH, Bossuyt PM: We should not pool diagnostic likelihood ratios in systematic reviews. Stat Med 2008, 27(5):687-697.
  • [14]Chu H, Cole SR: Bivariate meta-analysis of sensitivity and specificity with sparse data: a generalized linear mixed model approach. J Clin Epidemiol 2006, 59(12):1331-1332.
  • [15]Hamza TH, Reitsma JB, Stijnen T: Meta-analysis of diagnostic studies: a comparison of random intercept, normal-normal, and binomial-normal bivariate summary roc approaches. Med Decis Making 2008, 28(5):639-649.
  • [16]Chu H, Guo H, Zhou Y: Bivariate random effects meta-analysis of diagnostic studies using generalized linear mixed models. Med Decis Making 2010, 30(4):499-508.
  • [17]Chu H, Nie L, Cole SR, Poole C: Meta-analysis of diagnostic accuracy studies accounting for disease prevalence: Alternative parameterizations and model selection. Stat Med 2009, 28(18):2384-2399.
  • [18]Little RJ, Rubin D: Statistical Analysis with Missing Data, 2nd Edn. New Jersey: John Wiley & Sons; 2002.
  • [19]Pepe MS: The Statistical Evaluation of Medical Tests for Classification and Prediction. Oxford: Oxford University Press; 2003.
  • [20]Brenner H, Gefeller O: Variation of sensitivity, specificity, likelihood ratios and predictive values with disease prevalence. Stat Med 1997, 16(9):981-991.
  • [21]Choi BC: Causal modeling to estimate sensitivity and specificity of a test when prevalence changes. Epidemiology 1997, 1:80-86.
  • [22]Leeflang MM, Bossuyt PM, Irwig L: Diagnostic test accuracy may vary with prevalence: implications for evidence-based diagnosis. J Clin Epidemiol 2009, 62(1):5-12.
  • [23]Little RJ: Modeling the drop-out mechanism in repeated-measures studies. J Am Stat Assoc 1995, 90(431):1112-1121.
  • [24]Scharfstein DO, Rotnitzky A, Robins JM: Adjusting for nonignorable drop-out using semiparametric nonresponse models. J Am Stat Assoc 1999, 94(448):1096-1120.
  • [25]Shinkins B, Thompson M, Mallett S, Perera R: Diagnostic accuracy studies: how to report and analyse inconclusive test results. BMJ: Br Med J 2013, 346:2778.
  • [26]Blick CG, Nazir SA, Mallett S, Turney BW, Onwu NN, Roberts IS, Crew JP, Cowan NC: Evaluation of diagnostic strategies for bladder cancer using computed tomography (ct) urography, flexible cystoscopy and voided urine cytology: results for 778 patients from a hospital haematuria clinic. BJU Int 2012, 110(1):84-94.
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