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A Distribution-Free Bayesian Approach for Indirect Comparisons

机译:无分布贝叶斯方法进行间接比较

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The objective of this paper is to consider an indirect comparison between treatments B and C when each have been compared directly to treatment A in separate studies. Problems of this type are common in Network Meta-Analysis (NMA). A commonly used method assumes that the underlying data, Y, are normally distributed and µ = E(Y) is the measure of clinical effectiveness. The normal assumption is often violated. In addition, the sample sizes are not necessarily large. These conditions challenge the concept that a single location parameter, such as, the mean or median should be used as the measure of clinical effectiveness in the analysis. In this paper, we present an alternative approach where the Area Under the ROC Curve (AUC) is used as the measure of clinical effectiveness. Since the normal distribution may be uncertain, we use a distribution-free Bayesian mixtures of Finite Polya Trees (MFPT) model with the AUC in order to make the indirect comparison.
机译:本文的目的是考虑在单独的研究中将治疗B和C直接与治疗A进行比较时的间接比较。这种问题在网络元分析(NMA)中很常见。一种常用的方法假设基础数据Y呈正态分布,而µ = E(Y)是临床有效性的量度。通常违反通常的假设。此外,样本数量不一定很大。这些条件挑战了以下概念:单个位置参数(例如平均值或中位数)应用作分析中临床有效性的度量。在本文中,我们提出了一种替代方法,其中将ROC曲线下面积(AUC)用作临床有效性的量度。由于正态分布可能不确定,因此我们使用带有AUC的有限多面树(MFPT)模型的无分布贝叶斯混合进行间接比较。

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