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A MIXTURE DROPOUT MECHANISM IN A LONGITUDINAL STUDY WITH TWO TIME POINTS: A METHADONE STUDY | Science Publications

机译:具有两个时间点的纵向研究中的混合物滴落机理:美沙酮研究科学出版物

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> One of the most important issues that confront statisticians in longitudinal studies is dropouts. A variety of reasons may lead to withdrawal from a study and produce two different missingness mechanisms, namely, missing at random and non-ignorable dropouts. Nevertheless, none of these mechanisms is tenable in most studies. In addition, it may be that not all of dropouts are nonignorable. Many dropout handling methods have been employed by assuming only one of these dropout mechanisms. In this study, the dropout indicator is improved to take into account both dropout mechanisms. In this two-stage approach, a selection model is combined with an imputation method for dropout process in a longitudinal study with two time points. Simulation studies in a variety of situations are conducted to evaluate this approach in estimating the mean of the response variable at the second time point. This parameter is estimated by using maximum likelihood method. The results of the simulation studies indicate the superiority of the proposed method to the existing ones in estimating the mean of the variable with dropouts. In addition, this method is performed on a methadone dataset of 161 patients admitted to an Iranian clinic to estimate the final methadone dose.
机译: >纵向研究中统计学家面临的最重要问题之一是辍学。多种原因可能导致退出研究,并产生两种不同的失踪机制,即随机辍学和不可忽视的辍学。然而,这些机制在大多数研究中都站不住脚。另外,可能并非所有辍学学生都是不可忽略的。通过仅假设这些辍学机制中的一种来采用许多辍学处理方法。在这项研究中,改进了辍学指标,以考虑到两种辍学机制。在这种两阶段方法中,选择模型与插补方法相结合,用于两个时间点的纵向研究中的辍学过程。在各种情况下进行了仿真研究,以评估此方法在第二时间点估计响应变量的平均值。该参数是使用最大似然法估算的。仿真研究结果表明,该方法在估计具有遗漏的变量的均值方面优于现有方法。此外,该方法是对入院伊朗诊所的161名患者的美沙酮数据集进行的,以估算最终美沙酮的剂量。

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