避免代理悖论:评估假设的经验框架。

IF 0.9 4区 数学 Q3 STATISTICS & PROBABILITY
Emily Hsiao, Lu Tian, Layla Parast
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引用次数: 0

摘要

在临床试验中,使用替代标记物来代替主要结果,有可能在难以直接测量主要结果的情况下,更早地决定治疗的有效性。然而,替代悖论,即当一种治疗对替代标志物有积极影响,但对主要结果有消极影响时,可能导致研究人员对治疗益处做出错误的结论。在本文中,我们提出了一个正式的非参数框架,以经验检验和检验确保避免代理悖论的假设。对于每个假设,我们提出了一个非参数假设检验,正式推导了检验的性质,并分析了其在有限样本中的各种模拟设置中的性能。我们将我们提出的测试框架应用于糖尿病预防项目临床试验的数据。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Avoiding the Surrogate Paradox: An Empirical Framework for Assessing Assumptions.

The use of surrogate markers to replace a primary outcome in clinical trials has the potential to allow earlier decisions about the effectiveness of a treatment when a direct measurement of the primary outcome is difficult to obtain. However, the surrogate paradox, which occurs when a treatment has a positive effect on the surrogate marker but a negative effect on the primary outcome, may lead researchers to make incorrect conclusions about the treatment benefit. In this paper, we propose a formal nonparametric framework to empirically examine and test assumptions that ensure avoidance of the surrogate paradox. For each assumption, we propose a nonparametric hypothesis test, formally derive the properties of the test, and analyze its performance in finite samples in a variety of simulation settings. We apply our proposed testing framework to data from the the Diabetes Prevention Program clinical trial.

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来源期刊
Journal of Nonparametric Statistics
Journal of Nonparametric Statistics 数学-统计学与概率论
CiteScore
1.50
自引率
8.30%
发文量
42
审稿时长
6-12 weeks
期刊介绍: Journal of Nonparametric Statistics provides a medium for the publication of research and survey work in nonparametric statistics and related areas. The scope includes, but is not limited to the following topics: Nonparametric modeling, Nonparametric function estimation, Rank and other robust and distribution-free procedures, Resampling methods, Lack-of-fit testing, Multivariate analysis, Inference with high-dimensional data, Dimension reduction and variable selection, Methods for errors in variables, missing, censored, and other incomplete data structures, Inference of stochastic processes, Sample surveys, Time series analysis, Longitudinal and functional data analysis, Nonparametric Bayes methods and decision procedures, Semiparametric models and procedures, Statistical methods for imaging and tomography, Statistical inverse problems, Financial statistics and econometrics, Bioinformatics and comparative genomics, Statistical algorithms and machine learning. Both the theory and applications of nonparametric statistics are covered in the journal. Research applying nonparametric methods to medicine, engineering, technology, science and humanities is welcomed, provided the novelty and quality level are of the highest order. Authors are encouraged to submit supplementary technical arguments, computer code, data analysed in the paper or any additional information for online publication along with the published paper.
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