1990
DOI: 10.1111/j.1600-0765.1990.tb00903.x
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Estimation of sensitivity and specificity of site‐specific diagnostic tests

Abstract: Clinical trials designed to estimate the sensitivity and specificity of periodontal diagnostic tests often use multiple sites per patient as experimental units of analyses. Since site-specific test results within a patient are dependent observations, a correlated binomial model should be employed to estimate the sensitivity and specificity of these diagnostic tests. Ignoring the within-patient correlation can result in an over- or underestimation of the true standard errors.

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Cited by 37 publications
(33 citation statements)
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“…Statistical analysis.-Site-specific analysis was performed for determination of the within-patient dependency of sites (Hujoel et al, 1990). A beta binomial ANOVA model (SAS, SAS Institute, Inc., NC) was used to correlate the withinpatient frequency of positive BANA or positive ELISA reactions with the frequency of periodontal disease in the 20 parents found to have a history of periodontal disease (generalized linear interacting model: GLIM).…”
Section: Methodsmentioning
confidence: 99%
“…Statistical analysis.-Site-specific analysis was performed for determination of the within-patient dependency of sites (Hujoel et al, 1990). A beta binomial ANOVA model (SAS, SAS Institute, Inc., NC) was used to correlate the withinpatient frequency of positive BANA or positive ELISA reactions with the frequency of periodontal disease in the 20 parents found to have a history of periodontal disease (generalized linear interacting model: GLIM).…”
Section: Methodsmentioning
confidence: 99%
“…If data are available, different methods for estimation ofthe within-patient correlation coefficient have been reported in the dental literature (Donner and Banting, 1989;Hujoel et al, 1990;DeRouen et al, 1991) and can be used. Ifno preliminary data or published reports are available, an evaluation ofthe optimum site sample size as a function of the within-patient correlation can provide an indication of whether whole-mouth examinations or some partial-recording procedure should be used.…”
Section: Methods and Resultsmentioning
confidence: 99%
“…However, when a subject contributes more than one paired binary response, it results in clustered data where the independent subjects are the clusters and each pair of responses is a unit within the cluster. If the dependence among paired responses within a subject is ignored, the variance of the parameter estimate may be underestimated, leading to smaller p-values and possible false statistical conclusions [16,17]. The performance of a test that does not account for clustering is likely to change in the presence of correlated (clustered) matched-pairs.…”
Section: Non-inferiority For Clustered Matched-pair Datamentioning
confidence: 92%