plot.RoBMA {RoBMA} | R Documentation |
Plots a fitted RoBMA object
Description
plot.RoBMA
allows to visualize
different "RoBMA"
object parameters in various
ways. See type
for the different model types.
Usage
## S3 method for class 'RoBMA'
plot(
x,
parameter = "mu",
conditional = FALSE,
plot_type = "base",
prior = FALSE,
output_scale = NULL,
rescale_x = FALSE,
show_data = TRUE,
dots_prior = NULL,
...
)
Arguments
x |
a fitted RoBMA object |
parameter |
a parameter to be plotted. Defaults to
|
conditional |
whether conditional estimates should be
plotted. Defaults to |
plot_type |
whether to use a base plot |
prior |
whether prior distribution should be added to
figure. Defaults to |
output_scale |
transform the effect sizes and the meta-analytic
effect size estimate to a different scale. Defaults to |
rescale_x |
whether the x-axis of the |
show_data |
whether the study estimates and standard
errors should be show in the |
dots_prior |
list of additional graphical arguments
to be passed to the plotting function of the prior
distribution. Supported arguments are |
... |
list of additional graphical arguments
to be passed to the plotting function. Supported arguments
are |
Value
plot.RoBMA
returns either NULL
if plot_type = "base"
or an object object of class 'ggplot2' if plot_type = "ggplot2"
.
See Also
Examples
## Not run:
# using the example data from Anderson et al. 2010 and fitting the default model
# (note that the model can take a while to fit)
fit <- RoBMA(r = Anderson2010$r, n = Anderson2010$n, study_names = Anderson2010$labels)
### ggplot2 version of all of the plots can be obtained by adding 'model_type = "ggplot"
# the 'plot' function allows to visualize the results of a fitted RoBMA object, for example;
# the model-averaged effect size estimate
plot(fit, parameter = "mu")
# and show both the prior and posterior distribution
plot(fit, parameter = "mu", prior = TRUE)
# conditional plots can by obtained by specifying
plot(fit, parameter = "mu", conditional = TRUE)
# plotting function also allows to visualize the weight function
plot(fit, parameter = "weightfunction")
# re-scale the x-axis
plot(fit, parameter = "weightfunction", rescale_x = TRUE)
# or visualize the PET-PEESE regression line
plot(fit, parameter = "PET-PEESE")
## End(Not run)