随机对照试验中具有基线计数的混合泊松过程混合模型

H. Uehara, T. Tango
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引用次数: 0

摘要

Cook和Wei(2003)对比较临床研究和患者筛查的计数数据进行分析,即基线观察,提出了条件γ -泊松模型作为ANCOVA的自然延伸。然而,在某些情况下,该模型在表达患者间异质性方面能力不足。作为替代方案,我们提出了扩展模型,其中包括常规泊松混合物中额外的随机效应,可以通过计数总和或基线的调节来估计。由此产生的模型可以提供更好的患者异质性总结,以及其他群体参数。所提出的模型用一种抗癫痫药物临床实验的癫痫发作计数数据加以说明。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mixture Models for Mixed Poisson Processes with Baseline Counts in Randomized Controlled Trials
For the analysis of count data from comparative clinical study with patient screening which refers to the baseline observation, Cook and Wei (2003) proposed a conditional Gamma-Poisson model as a natural extension of ANCOVA. However, in some cases this model suffers from its insufficient capacity in expressing the inter-patient heterogeneity. As alternative we propose extended models that include an additional random effect into the conventional Poisson mixture, which can be estimated through conditioning by total sum of count or baseline. The resulting models can offer improved summary of patient heterogeneity, as well as other population parameters. The proposed models are illustrated with seizure count data from a clinical experiment for an anti-epileptic drug.
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