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Completed NON-SBIR/STTR RPGS NIH (US)

A sensitivity analysis framework for generalizing randomized clinical trial results in the presence of unmeasured treatment effect modifiers

$907.2K USD

Funder NATIONAL CANCER INSTITUTE
Recipient Organization Ohio State University
Country United States
Start Date Jan 01, 2024
End Date Nov 30, 2025
Duration 699 days
Number of Grantees 1
Roles Principal Investigator
Data Source NIH (US)
Grant ID 10788836
Grant Description

ABSTRACT Randomized controlled trials (RCTs) are the gold standard for assessing interventions for preventing and treating cancer, but their external validity is only guaranteed if the trial participants are a random sample from the target population. Unfortunately, most cancer-related RCTs use convenience samples, not probability

samples, and differences between the trial sample and the target population are likely to exist. If these

differences are related to the effectiveness of the treatment being studied (“effect modifiers”), trial results will fail to generalize. While observable differences may be assessed and potentially adjusted for (e.g., underrepresentation of certain demographic groups), these differences have been shown to not completely

explain the so-called efficacy-effectiveness gap. We posit that unmeasured differences between who chooses to participate in an RCT and who does not may be an important contributor to the failure of some trial results to generalize. In this project, we propose to develop a statistical framework for quantifying the potential impact of

unmeasured differences between the trial sample and the target population on trial results. The resulting sensitivity analysis will bound the potential bias in the treatment effect estimate when generalizing from the trial sample to a target population. The methodology will be based on our prior work developing sensitivity analyses

in the areas of survey nonresponse and selection bias which similarly consider the issue of differences between who is in a study sample and who is not. This work will have broad applicability beyond cancer trials, as generalizability is a universal concern of randomized trials across application areas.

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Ohio State University

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