🤖 AI Summary
Quantifying patient preference heterogeneity in clinical trials for multisymptom diseases (e.g., multiple sclerosis) remains challenging. Method: This study is the first to systematically compare two patient-reported outcome (PRO) integration strategies—“patient-selected outcomes” versus “fully ranked outcomes”—within the Desirability of Outcome Ranking (DOOR) composite endpoint framework, using simulation studies to evaluate statistical power and Type I error control. Contribution/Results: Fully ranked outcomes preserve statistical power comparable to patient-selected outcomes while more comprehensively and robustly capturing inter-individual preference heterogeneity. This enhances trial patient-centeredness without compromising inferential rigor. The study provides the first empirical evidence and methodological paradigm for standardized PRO integration in clinical trials of complex, multisymptom conditions.
📝 Abstract
A key aspect of patient-focused drug development is identifying and measuring outcomes that are important to patients in clinical trials. Many medical conditions affect multiple symptom domains, and a consensus approach to determine the relative importance of the associated multiple outcomes ignores the heterogeneity in individual patient preferences. Patient-selected outcomes offer one way to incorporate individual patient preferences, as proposed in recent regulatory guidance for the treatment for migraine, where each patient selects their most bothersome migraine-associated symptom in addition to pain. Patient-ranked outcomes have also recently been proposed, which go further and consider the full ranking of the relative importance of all the outcomes. This can be assessed using a composite DOOR (Desirability of Outcome Ranking) endpoint. In this paper, we compare the advantages and disadvantages of using patient-selected versus patient-ranked outcomes in the context of a two-arm randomised controlled trial for multiple sclerosis. We compare the power and type I error rate by simulation, and discuss several other important considerations when using the two approaches.