首页> 外文期刊>Biometrics: Journal of the Biometric Society : An International Society Devoted to the Mathematical and Statistical Aspects of Biology >Bayesian Design of Superiority Clinical Trials for Recurrent Events Data with Applications to Bleeding and Transfusion Events in Myelodyplastic Syndrome
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Bayesian Design of Superiority Clinical Trials for Recurrent Events Data with Applications to Bleeding and Transfusion Events in Myelodyplastic Syndrome

机译:贝叶斯设计优越性临床试验,用于复发事件数据与应用到骨髓塑性综合征中的出血和输血事件

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摘要

In many biomedical studies, patients may experience the same type of recurrent event repeatedly over time, such as bleeding, multiple infections and disease. In this article, we propose a Bayesian design to a pivotal clinical trial in which lower risk myelodysplastic syndromes (MDS) patients are treated with MDS disease modifying therapies. One of the key study objectives is to demonstrate the investigational product (treatment) effect on reduction of platelet transfusion and bleeding events while receiving MDS therapies. In this context, we propose a new Bayesian approach for the design of superiority clinical trials using recurrent events frailty regression models. Historical recurrent events data from an already completed phase 2 trial are incorporated into the Bayesian design via the partial borrowing power prior of Ibrahim et al. (2012, Biometrics68, 578-586). An efficient Gibbs sampling algorithm, a predictive data generation algorithm, and a simulation-based algorithm are developed for sampling from the fitting posterior distribution, generating the predictive recurrent events data, and computing various design quantities such as the type I error rate and power, respectively. An extensive simulation study is conducted to compare the proposed method to the existing frequentist methods and to investigate various operating characteristics of the proposed design.
机译:在许多生物医学研究中,患者可能会随着时间的推移反复经历相同类型的复发事件,例如出血,多种感染和疾病。在本文中,我们向痛苦的临床试验提出了一种贝叶斯设计,其中较低的风险髓细胞增强综合征(MDS)患者用MDS疾病修饰治疗治疗。其中一个关键研究目标是通过在接受MDS疗法时证明对血小板输注和出血事件的减少的调查产品影响。在这方面,我们提出了一种新的贝叶斯探讨了使用复发事件脆弱的回归模型设计优势临床试验的方法。已经完成的阶段2试验的历史反复事件数据通过IBrahim等人的部分借用电力纳入贝叶斯设计。 (2012年,Biometrics68,578-586)。开发了一种高效的GIBBS采样算法,预测数据生成算法和基于仿真的算法,用于从拟合后部分布采样,产生预测经常性事件数据,以及计算诸如I型错误率和功率的各种设计量,分别。进行广泛的仿真研究以将所提出的方法与现有的频率方法进行比较,并调查所提出的设计的各种操作特性。

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