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The interplay between PROM score distributions and treatment effect detection likelihood in randomized controlled
Valtteri Panula1, Antti Saarinen2, Matias Vaajala3
1Center for Musculoskeletal Diseases, Tampere University Hospital, Tampere University, Tampere, Finland.
Higher baseline scores and ceiling effects in patient-reported outcome measures (PROMs) for musculoskeletal RCTs reduce statistical power. This makes it harder to detect significant treatment differences, especially at follow-up.
Area of Science:
- Orthopedics
- Rheumatology
- Clinical Trials
Background:
- Patient-reported outcome measures (PROMs) are crucial in musculoskeletal randomized controlled trials (RCTs).
- Ceiling effects, where scores cluster at the maximum value, can limit the ability to detect treatment effects.
- Understanding score distributions is vital for interpreting trial results.
Purpose of the Study:
- To investigate how baseline and follow-up score distributions in musculoskeletal RCTs using PROMs affect the likelihood of detecting statistically significant between-group differences.
- To examine the impact of score variability and ceiling effects on statistical power.
Main Methods:
- A meta-epidemiologic study of 255 RCTs published between 2015 and 2024.
- Included RCTs compared treatment effects on musculoskeletal disorders using PROMs.
- PROM scores were rescaled to 0-100; likelihood of significant difference (p<0.05) was calculated.
Main Results:
- PROM scores improved from baseline to follow-up in 98% of studies (mean change +28 points).
- Higher baseline scores correlated with lower score changes (r=-0.66).
- The mean likelihood of detecting a difference was 65% at both baseline and follow-up, rarely reaching the 80% benchmark.
Conclusions:
- Concentration of PROM scores near the upper limit, especially with high baseline scores, reduces the likelihood of detecting significant between-group differences.
- This effect is pronounced at follow-up assessments in musculoskeletal studies.
- Critical evaluation of study conclusions is necessary due to potential attenuation of measurable differences.
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