Meta‐analysis of full ROC curves: Additional flexibility by using semiparametric distributions of diagnostic test values
Hoyer A, Kuss O (2019)
Research Synthesis Methods 10(4): 528-538.
Zeitschriftenaufsatz
| Veröffentlicht | Englisch
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Autor*in
Hoyer, AnnikaUniBi ;
Kuss, Oliver
Abstract / Bemerkung
Diagnostic test accuracy studies frequently report on sensitivities and specificities for more than one threshold of the diagnostic test under study. Although it is obvious that the information from all thresholds should be used for a meta‐analysis, in practice, frequently, only a single pair of sensitivity and specificity is selected. To overcome this disadvantage, we recently proposed a statistical model for the meta‐analysis of such full receiver operating characteristic (ROC) curves that uses the relationship between a ROC curve and a bivariate model for interval‐censored data. In this model, diagnostic tests values reported by the single studies were assumed to follow a parametric distribution. We propose a generalization of this model that allows for a flexible semiparametric modelling of the underlying distribution of the diagnostic test values by using the idea of piecewise constant hazard modelling. We show the results of a simulation study that indicates that the approach works reasonably well in practice. Finally, we illustrate the model by the example of population‐based screening for type 2 diabetes mellitus.
Stichworte
interval-censored data;
meta-analysis;
piecewise constant model;
ROC curve
Erscheinungsjahr
2019
Zeitschriftentitel
Research Synthesis Methods
Band
10
Ausgabe
4
Seite(n)
528-538
ISSN
1759-2879
eISSN
1759-2887
Page URI
https://pub.uni-bielefeld.de/record/2991192
Zitieren
Hoyer A, Kuss O. Meta‐analysis of full ROC curves: Additional flexibility by using semiparametric distributions of diagnostic test values. Research Synthesis Methods. 2019;10(4):528-538.
Hoyer, A., & Kuss, O. (2019). Meta‐analysis of full ROC curves: Additional flexibility by using semiparametric distributions of diagnostic test values. Research Synthesis Methods, 10(4), 528-538. https://doi.org/10.1002/jrsm.1364
Hoyer, Annika, and Kuss, Oliver. 2019. “Meta‐analysis of full ROC curves: Additional flexibility by using semiparametric distributions of diagnostic test values”. Research Synthesis Methods 10 (4): 528-538.
Hoyer, A., and Kuss, O. (2019). Meta‐analysis of full ROC curves: Additional flexibility by using semiparametric distributions of diagnostic test values. Research Synthesis Methods 10, 528-538.
Hoyer, A., & Kuss, O., 2019. Meta‐analysis of full ROC curves: Additional flexibility by using semiparametric distributions of diagnostic test values. Research Synthesis Methods, 10(4), p 528-538.
A. Hoyer and O. Kuss, “Meta‐analysis of full ROC curves: Additional flexibility by using semiparametric distributions of diagnostic test values”, Research Synthesis Methods, vol. 10, 2019, pp. 528-538.
Hoyer, A., Kuss, O.: Meta‐analysis of full ROC curves: Additional flexibility by using semiparametric distributions of diagnostic test values. Research Synthesis Methods. 10, 528-538 (2019).
Hoyer, Annika, and Kuss, Oliver. “Meta‐analysis of full ROC curves: Additional flexibility by using semiparametric distributions of diagnostic test values”. Research Synthesis Methods 10.4 (2019): 528-538.