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Are We in Control? How Best to Include a Control Group in Interrupted Time Series Designs: A Simulation Study
Francesco Manca1, Daniel Mackay1, Jim Lewsey1
1School of Health and Wellbeing, University of Glasgow, Glasgow, Scotland.
This study compares statistical models for incorporating control groups in public health policy evaluations. Using time splines within an interrupted time series (ITS) of the difference between groups proved most robust, even when assumptions were violated.
Area of Science:
- Epidemiology
- Biostatistics
- Health Services Research
Background:
- Controlled interrupted time series (CITS) are vital for evaluating public health policies.
- Limited research exists on statistically modeling control groups within CITS and segmented regression.
Purpose of the Study:
- To compare the statistical performance of different segmented regression models for including control groups.
- To assess model robustness under various assumption violations.
Main Methods:
- Simulated and compared four segmented regression models using a real-world dataset.
- Evaluated models under scenarios violating assumptions like non-parallel trends and autocorrelation.
- Included models with restricted cubic splines for time to mitigate assumption violations.
Main Results:
- Standard Difference-in-Difference (DiD) and CITS models showed low bias when assumptions were met.
- Interrupted time series (ITS) of the difference between groups, with time splines, demonstrated the lowest bias and highest coverage, even with violated assumptions.
- This approach is valuable for causal inference across diverse trend patterns.
Conclusions:
- Modeling CITS as an ITS of the difference between series is a robust method for incorporating control groups.
- Using time splines within this ITS framework reduces bias from assumption violations without compromising performance when assumptions hold.
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