Perform bootstrapping to obtain groupwise standard error estimates of a global graph measure.
The plot
method returns two ggplot
objects: one with shaded
regions based on the standard error, and the other based on confidence
intervals (calculated using the normal approximation).
brainGraph_boot(densities, resids, R = 1000, measure = c("mod",
"E.global", "Cp", "Lp", "assortativity", "strength", "mod.wt",
"E.global.wt"), conf = 0.95, .progress = getOption("bg.progress"),
xfm.type = c("1/w", "-log(w)", "1-w", "-log10(w/max(w))",
"-log10(w/max(w)+1)"))# S3 method for brainGraph_boot
summary(object, ...)
# S3 method for brainGraph_boot
plot(x, ..., alpha = 0.4)
brainGraph_boot
-- an object of class brainGraph_boot
containing some input variables, in addition to a list of
boot
objects (one for each group).
plot
-- list with the following elements:
A ggplot object with ribbon representing standard error
A ggplot object with ribbon representing confidence intervals
Numeric vector of graph densities to loop through
An object of class brainGraph_resids
(the output from
get.resid
)
Integer; the number of bootstrap replicates. Default: 1e3
Character string of the measure to test. Default: mod
Numeric; the level for calculating confidence intervals. Default:
0.95
Logical indicating whether or not to show a progress bar.
Default: getOption('bg.progress')
Character string specifying how to transform the weights.
Default: 1/w
A brainGraph_boot
object
Unused
A numeric indicating the opacity for the confidence bands
Christopher G. Watson, cgwatson@bu.edu
The confidence intervals are calculated using the normal approximation at the \(100 \times conf\)% level (by default, 95%).
For getting estimates of weighted global efficiency, a method for
transforming edge weights must be provided. The default is to invert them.
See xfm.weights
.
if (FALSE) {
boot.E.global <- brainGraph_boot(densities, resids.all, 1e3, 'E.global')
}
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