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[R-meta] Meta-analysis in R when there is no sampling variances

An alternative approach to analyzing these data might be to use a
multi-level model with unknown variances at the lowest level, which are
assumed to be proportional to the inverse of the weights you've described.
Models like this could be fit using the nlme or lme4 packages. Since the
assumption that the sampling variances are proportional to the weights
might not be entirely reasonable, you might also consider using robust
standard errors (clustering on site_id) for the regression coefficient
estimates, as Wolfgang suggested. Cluster-robust variance estimation is
available in the clubSandwich package, so long as the model is fit using
nlme. Unfortunately clubSandwich doesn't yet worrk for models fit in lme4.

Or---even quicker and dirtier---you could fit a simple regression model
with lm() and weights as you've described, then cluster the standard errors
by side_id (again using clubSandwich).

James

On Fri, Jun 30, 2017 at 1:13 PM, Viechtbauer Wolfgang (SP) <
wolfgang.viechtbauer at maastrichtuniversity.nl> wrote: