Developing Bayesian Methods for Noninferiority Trial in Comparative Effectiveness Research [Methods Study], United States, 2015-2020 (ICPSR 39611)

Version Date: Jan 8, 2026 View help for published

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Samiran Ghosh, Wayne State University

https://doi.org/10.3886/ICPSR39611.v1

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Researchers usually design studies to find out if a new treatment works better than no treatment or better than a treatment that is currently used. But sometimes researchers may want to know that a new treatment is not worse than one that's in use. These studies are called non-inferiority, or NI, studies. Researchers conduct NI studies when a new treatment has other benefits such as fewer side effects, even though it may not work better than the one in use. NI studies can provide useful information, but they are hard to design and conduct.

In this study, the research team tested different statistical methods for NI studies that compare treatments.

To access the methods and software, please visit the following Github repositories:

Ghosh, Samiran. Developing Bayesian Methods for Noninferiority Trial in Comparative Effectiveness Research [Methods Study], United States, 2015-2020. Inter-university Consortium for Political and Social Research [distributor], 2026-01-08. https://doi.org/10.3886/ICPSR39611.v1

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Patient-Centered Outcomes Research Institute (PCORI) (ME-1409-21410)
Inter-university Consortium for Political and Social Research
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2015 -- 2020
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To develop, evaluate, and apply novel adaptive bayesian statistical techniques to NI-based RCTs for CER. The specific aims are (1) conduct a prior elicitation based on multiple sources, including historical trials and patient and clinician opinions about treatments; (2) perform a meta-analysis that combined several priors into a super-prior; and (3) develop bayesian methods for the 2-arm and 3-arm NI trials

The research team proposed two ways of constructing a non-inferiority margin defined on the RR using a frequentist approach. Using the approach that resulted in greater power, the team developed a frequentist method, a fully Bayesian method, and two Bayesian approximation methods for hypothesis testing using RRs and ORs. The fully Bayesian method is more precise but computationally more demanding compared with the approximation methods.

Then the research team conducted simulation studies to evaluate the performance of the frequentist and Bayesian methods. Finally, the team tested the methods using a published data set from a study comparing the efficacy and safety of antibiotics for the treatment of complicated skin and skin structure infections with those of the standard therapy.

Simulated data; A published data set from a 2-arm study comparing antibiotics for complicated skin and skin structure infections

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2026-01-08

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