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What is the optimal approach to analyse ventilator-free days? A simulation study
Laurent Renard Triché1,2,3, Matthieu Jabaudon4,5, Nicolas Molinari6
1Department of Perioperative Medicine, CHU Clermont-Ferrand, 58 rue Montalembert, 63 003, Clermont-Ferrand, France. lrenard--triche@chu-clermontferrand.fr.
The multistate model is recommended for analyzing ventilator-free days (VFDs), outperforming other statistical methods. This approach offers a more interpretable effect size for critical care research outcomes.
Area of Science:
- Critical care medicine
- Biostatistics
- Clinical trial methodology
Background:
- Ventilator-free days (VFDs) are a key composite outcome in critical care, assessing survival and mechanical ventilation duration.
- Current statistical methods for analyzing VFDs are inconsistent, leading to varied research interpretations.
- Emerging methods like multistate models and win ratio require evaluation for optimal application.
Purpose of the Study:
- To evaluate and compare various statistical models for analyzing ventilator-free days (VFDs).
- To identify the most statistically powerful and reliable method for VFD analysis in critical care research.
Main Methods:
- Simulated 16 datasets (300 individuals each) comparing control and intervention groups with varied survival and ventilation parameters.
- Applied twelve statistical methods, including count-based, time-to-event, multistate, and win ratio models.
- Validated models using four real-world clinical trial datasets and conducted sensitivity analyses.
Main Results:
- Most methods controlled Type I error, but zero-inflated/hurdle Poisson/negative binomial and cause-specific Cox models showed issues.
- Time-to-event approaches, Mann-Whitney test, proportional odds model, and win ratio demonstrated superior power.
- Multistate model, Mann-Whitney test, proportional odds model, and win ratio showed significant associations in real datasets.
Conclusions:
- The multistate model is recommended as the optimal approach for analyzing VFDs.
- It demonstrated superior performance and provided a more interpretable effect size compared to proportional odds and win ratio models.
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