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Experience with Advisory Committee Meeting Preparation and Execution 有咨询委员会会议准备和执行的经验
IF 1.8 4区 医学 Q2 Mathematics Pub Date : 2023-07-03 DOI: 10.1080/19466315.2023.2210079
C. Gause, Jing Zhao
Abstract The FDA uses advisory committees and panels to obtain independent expert advice on scientific, technical, and policy matters. Advisory Committee Meetings (ACMs) may be convened if the agency has significant questions or concerns about clinical data submitted for review. Statisticians from both FDA and industry can play a key role in providing insight into the data under review in an ACM. This requires extensive preparation and planning which extends beyond the data provided in the submission package. In this article, we review the contributions of industry Statisticians in the planning, preparation and responses for ACMs.
FDA使用咨询委员会和小组在科学、技术和政策问题上获得独立的专家意见。如果fda对提交审查的临床数据有重大疑问或担忧,可以召开咨询委员会会议(ACMs)。来自FDA和行业的统计人员可以发挥关键作用,为ACM中审查的数据提供洞察力。这需要广泛的准备和规划,这超出了提交包中提供的数据。在本文中,我们回顾了行业统计学家在acm的规划、准备和响应方面的贡献。
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引用次数: 0
Statistical Innovation in Healthcare: Celebrating the Past 40 Years and Looking Toward the Future–Special Issue for the 2021 Regulatory-Industry Statistics Workshop 医疗保健领域的统计创新:庆祝过去40年展望未来——2021监管行业统计研讨会特刊
IF 1.8 4区 医学 Q2 Mathematics Pub Date : 2023-07-03 DOI: 10.1080/19466315.2023.2224136
Bo Huang, G. Pennello
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引用次数: 0
Clinical and Statistical Perspectives on the ICH E9(R1) Estimand Framework Implementation ICH E9(R1)评估框架实施的临床和统计观点
IF 1.8 4区 医学 Q2 Mathematics Pub Date : 2023-07-03 DOI: 10.1080/19466315.2022.2081601
Alexei C. Ionan, M. Paterniti, D. Mehrotra, John Scott, B. Ratitch, S. Collins, S. Gomatam, L. Nie, K. Rufibach, F. Bretz
Abstract The ICH E9 (R1) Addendum on “Estimands and Sensitivity Analysis in Clinical Trials (Step 4)” was finalized in November 2019 and subsequently implemented by many regulatory agencies, including FDA (May 2021). This article is based on a session organized to cover experience implementing the estimand framework, including its use, impact on drug/biologic development, common challenges and ways to address them, as well as keys to productive interdisciplinary collaboration.
ICH E9 (R1)附录“临床试验中的估计和敏感性分析(步骤4)”于2019年11月定稿,随后由包括FDA在内的许多监管机构实施(2021年5月)。这篇文章是基于一个会议的基础上组织的,该会议涵盖了实施评估框架的经验,包括它的使用,对药物/生物开发的影响,共同的挑战和解决这些挑战的方法,以及有效的跨学科合作的关键。
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引用次数: 2
A Novel Approach for Modeling Biphasic Dose–Response Curves 一种新的双相剂量-反应曲线建模方法
IF 1.8 4区 医学 Q2 Mathematics Pub Date : 2023-06-30 DOI: 10.1080/19466315.2023.2207487
Ya-Ching M. Hsieh, Leon Chang, Alfred M. Barron
Abstract Estimates of EC 50 1 from dose–response data play an important role in comparing drug potencies. When the sampling data of dose–response studies fail to follow a sigmoidal shaped curve, and the data display a biphasic property at higher dose levels where the response profile concaves and takes an inverted U-shape, this is known as the hook or prozone effect. To address this concern, some research investigators may pursue data removal. Others may choose to ignore the data shape and fit a model blindly. Unfortunately for both practices, the estimates of the fitting parameters, such as the EC 50, will be of poor quality and result in misleading inference. The authors propose the use of an empirical and novel extension of a sigmoid model to properly and effectively capture the information from all of the dose–response data, including that of the inverted U-shaped tail. Methods for using 3- and 4-parameter logistic models with examples, are discussed.
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引用次数: 2
Which Randomization Methods Are Used Most Frequently in Clinical Trials? Results of a Survey by the Randomization Working Group 哪些随机化方法在临床试验中最常用?随机化工作组的调查结果
IF 1.8 4区 医学 Q2 Mathematics Pub Date : 2023-06-15 DOI: 10.1080/19466315.2023.2225451
O. Sverdlov, Kerstine Carter, R. Hilgers, C. Everett, V. Berger, Yuqun Abigail Luo, Jonathan J. Chipman, Y. Ryeznik, Jennifer Ross, Ruth Knight, Kazumi Yamada
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引用次数: 2
The Role of Statistical Thinking in Biopharmaceutical Research 统计思维在生物制药研究中的作用
IF 1.8 4区 医学 Q2 Mathematics Pub Date : 2023-06-09 DOI: 10.1080/19466315.2023.2224259
F. Bretz, J. Greenhouse
Abstract The development of new drugs has evolved dramatically over the past decade. Advances in technology enable scientists to generate “big data” faster than ever before. The availability of complex, high-volume data in turn creates demand for innovative quantitative solutions and tools in a rapidly evolving landscape. As a result, the role of the statistical scientist in collaborative research has never been more important. Reflecting on these changes, Cox (2012) wrote, “…[A]lthough the tactics of statistical analysis have been utterly changed… the strategy of research design and analysis has been much less affected…” In this article, we argue that the practice of statistics is built on the foundation of good statistical thinking and consists of a complex combination of problem-solving skills, the essence of what Cox meant by the “strategy of research.” Although others have highlighted the role of statistical thinking in research design and analysis, in the age of data science, machine learning and artificial intelligence, it cannot be emphasized enough. We outline four general steps that contribute to good statistical thinking and illustrate them with five use cases (“vignettes”) as well as a detailed case study discussion from a maintenance therapy clinical trial for depression.
摘要在过去的十年里,新药的开发取得了巨大的进展。技术的进步使科学家能够比以往更快地生成“大数据”。复杂、高容量数据的可用性反过来又在快速发展的环境中创造了对创新定量解决方案和工具的需求。因此,统计科学家在合作研究中的作用从未像现在这样重要。Cox(2012)在反思这些变化时写道,“……尽管统计分析的策略已经完全改变……研究设计和分析的策略受到的影响要小得多……”在这篇文章中,我们认为统计学的实践建立在良好的统计思维的基础上,考克斯所说的“研究策略”的本质。尽管其他人强调了统计思维在研究设计和分析中的作用,但在数据科学、机器学习和人工智能时代,这一点再怎么强调也不为过。我们概述了有助于良好统计思维的四个一般步骤,并用五个用例(“小插曲”)以及抑郁症维持治疗临床试验的详细案例研究讨论来说明它们。
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引用次数: 0
A Bayesian Adaptive Umbrella Trial Design with Robust Information Borrowing for Screening Multiple Combination Therapies 筛选多种联合疗法的稳健信息借鉴贝叶斯自适应伞式试验设计
IF 1.8 4区 医学 Q2 Mathematics Pub Date : 2023-05-18 DOI: 10.1080/19466315.2023.2215735
Qing Liu, Wenxi Yu, Leiwen Gao, Xun Jiang, Michael Wolf, M. Mo
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引用次数: 0
Vaccine development during a pandemic: General lessons for clinical trial design 大流行期间的疫苗开发:临床试验设计的一般经验教训
IF 1.8 4区 医学 Q2 Mathematics Pub Date : 2023-05-09 DOI: 10.1080/19466315.2023.2211538
B. Hofner, E. Asikanius, W. Jacquet, T. Framke, K. Oude Rengerink, L. Aguirre Dávila, Maria Grünewald, Florian Klinglmüller, M. Posch, Finbarr P. Leacy, Thomas Lang, Armin Koch, J. Zinserling, Kit Roes
The COVID-19 pandemic triggered an unprecedented research effort to develop vaccines and therapeutics. Urgency dictated that development and regulatory assessment were accelerated, while maintaining all standards for quality, safety and efficacy. To speed up evaluation the European Medicines Agency (EMA) implemented "rolling reviews” allowing developers to submit data for assessment as they became available.We discuss the clinical trial designs and the applied statistical approaches in vaccine efficacy trials, focusing on aspects such as multiple testing, interim and updated analyses, and reporting of results for the first four vaccines recommended for approval by the EMA. The fast accrual of COVID-19 cases in the clinical vaccine efficacy trials led to multiple data updates within a short time frame, which had consequences for the evaluation and interpretation of results. Key trial results are discussed in the light of these aspects. Notably, the aspects discussed did not affect the benefit/risk relationship in a meaningful way, which was clearly positive for all four vaccines.Assessment of the development and evaluation of the four vaccine trials during the pandemic has led to a proposal for standardised terminology for trials with multiple analyses and a recommendation to appropriately pre-plan the timing of primary and updated analyses. For the reporting of updated estimates of vaccine efficacy, we discuss how to best describe the uncertainty around estimates of vaccine efficacy (e.g., via confidence intervals). Finally, we briefly highlight the benefit of a comprehensive discussion on estimands for vaccine efficacy trials. [ FROM AUTHOR] Copyright of Statistics in Biopharmaceutical Research is the property of Taylor & Francis Ltd and its content may not be copied or emailed to multiple sites or posted to a listserv without the copyright holder's express written permission. However, users may print, download, or email articles for individual use. This may be abridged. No warranty is given about the accuracy of the copy. Users should refer to the original published version of the material for the full . (Copyright applies to all s.)
新冠肺炎大流行引发了开发疫苗和疗法的前所未有的研究努力。紧迫性要求加快开发和监管评估,同时保持质量、安全性和有效性的所有标准。为了加快评估,欧洲药品管理局(EMA)实施了“滚动审查”允许开发人员在数据可用时提交数据进行评估。我们讨论了临床试验设计和疫苗疗效试验中应用的统计方法,重点讨论了多项测试、中期和更新分析以及EMA建议批准的前四种疫苗的结果报告等方面。新冠肺炎病例的快速累积s在临床疫苗疗效试验中导致在短时间内多次更新数据,这对结果的评估和解释产生了影响。根据这些方面讨论了关键的试验结果。值得注意的是,所讨论的方面并没有以有意义的方式影响收益/风险关系,这对所有四种疫苗都是积极的。对疫情期间四项疫苗试验的开发和评估进行了评估,提出了一项针对多项分析试验的标准化术语建议,并建议适当预先规划初步和更新分析的时间。为了报告疫苗效力的最新估计,我们讨论了如何最好地描述疫苗效力估计的不确定性(例如,通过置信区间)。最后,我们简要强调了全面讨论疫苗疗效试验要求的好处。[作者]生物制药研究统计的版权归Taylor&Francis Ltd所有,未经版权持有人明确书面许可,不得将其内容复制或通过电子邮件发送到多个网站或发布到listserv。但是,用户可以打印、下载或通过电子邮件发送文章供个人使用。这可能会被删节。对复印件的准确性不作任何保证。用户应参考材料的原始发布版本以获取完整信息。(版权适用于所有人。)
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引用次数: 0
Minimizing Selection Bias Under the Blackwell and Hodges Model with an Equal Allocation Procedure in a Symmetric Allocation Space 对称分配空间中等分配Blackwell和Hodges模型下选择偏差的最小化
IF 1.8 4区 医学 Q2 Mathematics Pub Date : 2023-05-09 DOI: 10.1080/19466315.2023.2208061
O. Kuznetsova
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引用次数: 0
A note on stratification errors in the analysis of clinical trials 关于临床试验分析中分层误差的说明
IF 1.8 4区 医学 Q2 Mathematics Pub Date : 2023-04-27 DOI: 10.1080/19466315.2023.2241415
Neal Thomas
Stratification in both the design and analysis of randomized clinical trials is common. Despite features in automated randomization systems to re-confirm the stratifying variables, incorrect values of these variables may be entered. These errors are often detected during subsequent data collection and verification. Questions remain about whether to use the mis-reported initial stratification or the corrected values in subsequent analyses. It is shown that the likelihood function resulting from the design of randomized clinical trials supports the use of the corrected values. New definitions are proposed that characterize misclassification errors as `ignorable' and `non-ignorable'. Ignorable errors may depend on the correct strata and any other modeled baseline covariates, but they are otherwise unrelated to potential treatment outcomes. Data management review suggests most misclassification errors are arbitrarily produced by distracted investigators, so they are ignorable or at most weakly dependent on measured and unmeasured baseline covariates. Ignorable misclassification errors may produce a small increase in standard errors, but other properties of the planned analyses are unchanged (e.g., unbiasedness, confidence interval coverage). It is shown that unbiased linear estimation in the absence of misclassification errors remains unbiased when there are non-ignorable misclassification errors, and the corresponding confidence intervals based on the corrected strata values are conservative.
随机临床试验的设计和分析中的分层是常见的。尽管自动随机化系统具有重新确认分层变量的功能,但可能会输入这些变量的错误值。这些错误通常在随后的数据收集和验证过程中被检测到。在随后的分析中,是使用错误报告的初始分层还是使用校正值仍然存在问题。结果表明,随机临床试验设计产生的似然函数支持校正值的使用。提出了新的定义,将错误分类错误描述为“可忽略”和“不可忽略”。可忽略的误差可能取决于正确的地层和任何其他建模的基线协变量,但它们与潜在的治疗结果无关。数据管理审查表明,大多数错误分类错误是由分心的研究人员任意产生的,因此它们是可忽略的,或者至多是弱依赖于测量和未测量的基线协变量。可忽略的错误分类误差可能会导致标准误差的小幅增加,但计划分析的其他特性不变(例如,无偏性、置信区间覆盖率)。结果表明,当存在不可忽略的误分类误差时,在没有误分类误差的情况下的无偏线性估计保持无偏,并且基于校正的地层值的相应置信区间是保守的。
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Statistics in Biopharmaceutical Research
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