Literature DB >> 23913880

Bayesian approach to the design and analysis of non-inferiority trials for anti-infective products.

Meg A Gamalo1, Ram C Tiwari, Lisa M LaVange.   

Abstract

In the absence of placebo-controlled trials, determining the non-inferiority (NI) margin for comparing an experimental treatment with an active comparator is based on carefully selected well-controlled historical clinical trials. With this approach, information on the effect of the active comparator from other sources including observational studies and early phase trials is usually ignored because of the need to maintain active comparator effect across trials. This may lead to conservative estimates of the margin that translate into larger sample-size requirements for the design and subsequent frequentist analysis, longer trial durations, and higher drug development costs. In this article, we provide methodological approaches to determine NI margins that can utilize all relevant historical data through a novel power adjusted Bayesian meta-analysis, with Dirichlet process priors, that puts ordered weights on the amount of information a set of data contributes. We also provide a Bayesian decision rule for the non-inferiority analysis that is based on a broader use of available prior information and a sample-size determination that is based on this Bayesian decision rule. Finally, the methodology is illustrated through several examples. Published 2013. This article is a U.S. Government work and is in the public domain in the USA.

Keywords:  Dirichlet process prior; meta-analysis; non-inferiority margin; power prior; sample-size estimation

Mesh:

Substances:

Year:  2013        PMID: 23913880     DOI: 10.1002/pst.1588

Source DB:  PubMed          Journal:  Pharm Stat        ISSN: 1539-1604            Impact factor:   1.894


  7 in total

1.  Bayesian hierarchical methods for meta-analysis combining randomized-controlled and single-arm studies.

Authors:  Jing Zhang; Chia-Wen Ko; Lei Nie; Yong Chen; Ram Tiwari
Journal:  Stat Methods Med Res       Date:  2018-02-13       Impact factor: 3.021

2.  Bayesian Approach for Assessing Non-inferiority in Three-arm Trials for Risk Ratio and Odds Ratio.

Authors:  Shrabanti Chowdhury; Ram C Tiwari; Samiran Ghosh
Journal:  Stat Biopharm Res       Date:  2019-04-22       Impact factor: 1.452

3.  BRIDGING RANDOMIZED CONTROLLED TRIALS AND SINGLE-ARM TRIALS USING COMMENSURATE PRIORS IN ARM-BASED NETWORK META-ANALYSIS.

Authors:  Zhenxun Wang; Lifeng Lin; Thomas Murray; James S Hodges; Haitao Chu
Journal:  Ann Appl Stat       Date:  2021-12-21       Impact factor: 1.959

4.  The power prior: theory and applications.

Authors:  Joseph G Ibrahim; Ming-Hui Chen; Yeongjin Gwon; Fang Chen
Journal:  Stat Med       Date:  2015-09-07       Impact factor: 2.373

5.  New approaches for testing non-inferiority for three-arm trials with Poisson distributed outcomes.

Authors:  Samiran Ghosh; Erina Paul; Shrabanti Chowdhury; Ram C Tiwari
Journal:  Biostatistics       Date:  2022-01-13       Impact factor: 5.899

Review 6.  The evolution of the regulatory framework for antibacterial agents.

Authors:  John H Rex; Mark Goldberger; Barry I Eisenstein; Carrie Harney
Journal:  Ann N Y Acad Sci       Date:  2014-05-02       Impact factor: 5.691

7.  The design and statistical aspects of VIETNARMS: a strategic post-licensing trial of multiple oral direct-acting antiviral hepatitis C treatment strategies in Vietnam.

Authors:  Leanne McCabe; Ian R White; Nguyen Van Vinh Chau; Eleanor Barnes; Sarah L Pett; Graham S Cooke; A Sarah Walker
Journal:  Trials       Date:  2020-05-18       Impact factor: 2.279

  7 in total

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