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An R
package for Bayesian meta-analysis that accounts
for publication bias or p-hacking.
publipha is an package for doing Bayesian meta-analysis that accounts for publication bias or p-hacking. Its main functions are:
psma
does random effects meta-analysis under
publication bias with a one-sided p-value based selection
probability. The model is roughly the same as that of (Hedges,
1992)phma
does random effects meta-analysis under a certain
model of p-hacking with a one-sided p-value based
propensity to p-hack. This is based on the forthcoming paper of
by Moss and De Bin
(2019).cma
does classical random effects meta-analysis with
the same priors as psma
and cma
.Use the following command from inside R
:
# install.packages("devtools")
::install_github("JonasMoss/publipha") devtools
Call the library
function and use it like a barebones
metafor::rma
. The alpha
tells
psma
or phma
where they should place the
cutoffs for significance.
library("publipha")
# Publication bias model
set.seed(313) # For reproducibility
= publipha::psma(yi = yi,
model_psma vi = vi,
alpha = c(0, 0.025, 0.05, 1),
data = metadat::dat.bangertdrowns2004)
# p-hacking model
set.seed(313)
= publipha::phma(yi = yi,
model_phma vi = vi,
alpha = c(0, 0.025, 0.05, 1),
data = metadat::dat.bangertdrowns2004)
# Classical model
set.seed(313)
= publipha::cma(yi = yi,
model_cma vi = vi,
alpha = c(0, 0.025, 0.05, 1),
data = metadat::dat.bangertdrowns2004)
You can calculate the posterior means of the meta-analytic mean with
extract_theta0
:
extract_theta0(model_psma)
#> [1] 0.1277197
extract_theta0(model_cma)
#> [1] 0.2212093
If you wish to plot a histogram of the posterior distribution of
tau
, the standard deviation of the effect size
distribution, you can do it like this:
extract_tau(model_psma, hist)
If you encounter a bug, have a feature request or need some help, open a Github issue. Create a pull requests to contribute.
These binaries (installable software) and packages are in development.
They may not be fully stable and should be used with caution. We make no claims about them.