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基于非小细胞肺癌半竞争风险效用的稳健治疗比较

Robust treatment comparison based on utilities of semi-competing risks in non-small-cell lung cancer.

作者信息

Murray Thomas A, Thall Peter F, Yuan Ying, McAvoy Sarah, Gomez Daniel R

机构信息

Department of Biostatistics, MD Anderson Cancer Center.

Department of Radiation Oncology, MD Anderson Cancer Center.

出版信息

J Am Stat Assoc. 2017;112:11-23. doi: 10.1080/01621459.2016.1176926. Epub 2017 May 3.

Abstract

A design is presented for a randomized clinical trial comparing two second-line treatments, chemotherapy versus chemotherapy plus reirradiation, for treatment of recurrent non-small-cell lung cancer. The central research question is whether the potential efficacy benefit that adding reirradiation to chemotherapy may provide justifies its potential for increasing the risk of toxicity. The design uses two co-primary outcomes: time to disease progression or death, and time to severe toxicity. Because patients may be given an active third-line treatment at disease progression that confounds second-line treatment effects on toxicity and survival following disease progression, for the purpose of this comparative study follow-up ends at disease progression or death. In contrast, follow-up for disease progression or death continues after severe toxicity, so these are semi-competing risks. A conditionally conjugate Bayesian model that is robust to misspecification is formulated using piecewise exponential distributions. A numerical utility function is elicited from the physicians that characterizes desirabilities of the possible co-primary outcome realizations. A comparative test based on posterior mean utilities is proposed. A simulation study is presented to evaluate test performance for a variety of treatment differences, and a sensitivity assessment to the elicited utility function is performed. General guidelines are given for constructing a design in similar settings, and a computer program for simulation and trial conduct is provided.

摘要

本文介绍了一项随机临床试验的设计,该试验比较了两种二线治疗方案,即化疗与化疗加再程放疗,用于治疗复发性非小细胞肺癌。核心研究问题是,化疗加再程放疗可能带来的潜在疗效益处是否能证明其增加毒性风险的可能性是合理的。该设计采用两个共同主要结局:疾病进展或死亡时间,以及严重毒性发生时间。由于患者在疾病进展时可能会接受有效的三线治疗,这会混淆二线治疗对毒性和疾病进展后生存的影响,因此在本比较研究中,随访在疾病进展或死亡时结束。相比之下,在发生严重毒性后,对疾病进展或死亡的随访仍会继续,所以这是半竞争风险。使用分段指数分布构建了一个对模型误设具有鲁棒性的条件共轭贝叶斯模型。从医生那里引出一个数值效用函数,该函数表征了可能的共同主要结局实现的合意性。提出了一种基于后验平均效用的比较检验。进行了一项模拟研究,以评估各种治疗差异下的检验性能,并对引出的效用函数进行了敏感性评估。给出了在类似情况下构建设计的一般指南,并提供了一个用于模拟和试验实施的计算机程序。

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