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AI 根据所提供的论文材料归类:摘要研究随机试验中治疗效应的贝叶斯估计及提前停止对结论的影响,因此归入因果推断。

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Evaluating the effect of different non-informative prior specifications on the Bayesian proportional odds model in randomised controlled trials: a simulation study

非信息先验对随机试验中贝叶斯比例优势模型的影响

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代码、数据与补充材料

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关注这篇论文的作者
Chris J. Selman
Katherine J. Lee
Michael Dymock
Ian C. Marschner
Steven Y. C. Tong
Mark Jones
Robert K. Mahar

非信息先验对随机试验中贝叶斯比例优势模型的影响

研究问题
贝叶斯比例优势模型中所谓非信息先验,会如何影响有序结局的治疗效应估计,以及自适应试验的提前停止决策?
方法与思路
作者通过模拟比较固定设计和带提前停止规则的双臂试验,改变效应量、样本量、类别数及对照组概率分布。
材料陈述的贡献
摘要称先验影响随对照组概率形状和停止规则而变化,部分设定减少偏差却增加错误停止,因而建议进行先验敏感性分析。
阅读关注点
应核对 R-square 与 Dirichlet 先验的具体参数化、提前停止阈值,以及偏差和错误优效停止概率的比较方式。
阅读边界
这是 arXiv 预印本,同行评审及接收状态未核实;摘要未给出具体先验参数及数值,不能据此确定普遍适用的最优先验。

原文摘要

Background: Ordinal outcomes combine multiple distinct ordered patient states into a single endpoint and are commonly analysed using proportional odds (PO) models in clinical trials. When using a Bayesian approach, it is not obvious what the influence of a 'non-informative' prior is in the analysis of a fixed design or on early stopping decisions in adaptive designs. Methods: This study compares different non-informative prior specifications for the Bayesian PO model in the context of both a two-arm trial with a fixed design and an adaptive design with an early stopping rule. We conducted an extensive simulation study, varying the effect size, sample size, number of categories and distribution of the control arm probabilities. Results: Our findings indicate that the choice of prior specification can introduce bias in the estimation of the treatment effect, particularly when control arm probabilities are right-skewed. The R-square prior specification resulted in the smallest bias and increased the likelihood of appropriately stopping early when there was a treatment effect. However, this specification exhibited larger biases when control arm probabilities were U-shaped when there was an early stopping rule. Dirichlet priors with concentration parameters close to zero resulted in the smallest bias when probabilities were right-skewed in the control arm, but were more likely to inappropriately stop early for superiority when there was no treatment effect and an early stopping rule. Conclusions: The specification of non-informative priors in Bayesian adaptive trials with ordinal outcomes has implications for treatment effect estimation and early stopping decisions. We recommend the careful selection of priors that consider the possible distribution of control arm probabilities and that sensitivity analyses to the prior be conducted.

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