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Determining the non-inferiority margin for patient reported outcomes
Christoph Gerlinger1, Thomas Schmelter
1Bayer Pharma AG-Global Clinical Statistics. christoph.gerlinger@bayer.com
Determining the non-inferiority margin (delta) for patient-observed outcomes is crucial. Empirically derived minimal clinically important differences (MCID) offer a robust method for defining delta in clinical trials.
Area of Science:
- Clinical Trials
- Biostatistics
- Patient-Reported Outcomes
Background:
- Non-inferiority trials rely on a pre-defined non-inferiority margin (delta).
- Delta is often subjectively negotiated between sponsors and regulatory agencies.
- Establishing a clinically relevant delta is challenging, especially for patient-observed outcomes.
Purpose of the Study:
- To investigate empirical methods for determining the non-inferiority margin (delta) for patient-observed endpoints.
- To compare anchor-based and distribution-based approaches for deriving delta.
- To assess the feasibility of using patient-derived minimal clinically important difference (MCID) to define delta.
Main Methods:
- Utilized an anchor-based approach with non-parametric discriminant and ROC analyses.
- Employed a distribution-based approach using Norman's half standard deviation rule.
- Applied these methods to three distinct patient-observed endpoints: endometriosis pain, facial acne, and hot flushes.
Main Results:
- All three methods produced comparable results for delta across the studied endpoints.
- Empirically derived MCIDs were often smaller than or similar to previously used deltas.
- In one case, the MCID-derived responder definition was accepted by the FDA.
Conclusions:
- Delta for patient-observed endpoints can be empirically derived using MCID.
- This empirical approach is preferable to subjective "negotiated" values for delta.
- Empirical derivation enhances the clinical relevance and validity of non-inferiority margins.
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