Aller au contenu principal
Comparing Fractional Polynomial and Spline Meta-Regression Models to Estimate Longitudinal Trajectories in the Presence of Heterogeneity in the Number and Timing of Assessments Between Studies
Systematic reviews are often interested in the change in health outcomes over time, aggregated over multiple timepoints and studies. Meta-regression may be used to estimate such trajectories. However, it is often the case that included studies present different outcome assessment patterns over time. It is not known how well existing meta-regression methods perform in the presence of such heterogeneity. Simulated data from an individual participant data meta-analysis will be used to compare two existing methods to two proposed extensions. White et al. (2019) proposed using fractional polynomial (FP) basis expansions within linear mixed models to meta-estimate trajectories. We propose two extensions which use spline rather than FP expansions. Results from a simulation that considers varying the level of heterogeneity in the timing and number of assessments between studies will be presented.
Date and Time
-
Co-auteurs (non y compris vous-même)
Andrea Benedetti
McGill University
Russell Steele
McGill University
Langue de la présentation orale
Anglais
Langue des supports visuels
Anglais

Speaker

Edit Name Primary Affiliation
Marc Angelo Parsons McGill University