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On the estimation of the misclassification table for finite count data with an application in caries research

机译:有限计数错误分类表的估计及其在龋齿研究中的应用

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We look at the correction for misclassification of possibly corrupted finite count data inepidemiological studies. In general, the misclassification probabilities are estimated from a validationstudy and used to correct for the distortion. However, most often the validation study is quite smallimplying that the misclassification probabilities are impossible to calculate or estimate with high vari-ability if based on the multinomial distribution. To increase efficiency, we propose an approach basedon the fact that to determine a count the examiner needs to evaluate all items that make up that count,called the double binomial (DB) approach. We suggest various extensions of the DB approach whichmight mimic better the scoring behaviour of the examiner relative to a gold standard. We evaluatethe performance of our approach(es) to estimate the misclassification probabilities in comparison tothe multinomial approach in an analytical way and in a simulation study. Finally, the practical use ofour methods is exemplified on an oral health survey examining caries experience in 7-year-old Flemishchildren involving 16 dental examiners.
机译:我们着眼于对可能损坏的有限计数数据流行病学研究进行错误分类的更正。通常,从验证研究中估计误分类概率,并将其用于校正失真。然而,大多数情况下,验证研究非常少,这意味着如果基于多项式分布,则无法以高可变性来计算或估计错误分类概率。为了提高效率,我们提出了一种基于以下事实的方法,即确定检查员需要评估组成该计数的所有项目的计数,称为双二项式(DB)方法。我们建议对DB方法进行各种扩展,相对于黄金标准,这些扩展可能会更好地模拟考官的评分行为。我们以分析的方式和模拟研究的方法评估与多项式方法相比估计错误分类概率的方法的性能。最后,我们的方法的实际使用在一项口腔健康调查中得到了例证,该调查检查了涉及16名牙科检查员的7岁Flemishchildren的龋齿经历。

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