bootnet | R Documentation |
Implements the bootstrapping method described in Snijders and Borgatti (1999).
This function is essentially a wrapper of boot
.
resample_graph(graph, self = NULL, useR = FALSE, ...)
bootnet(graph, statistic, R, resample.args = list(self = FALSE), ...)
## S3 method for class 'diffnet_bootnet'
c(..., recursive = FALSE)
## S3 method for class 'diffnet_bootnet'
print(x, ...)
## S3 method for class 'diffnet_bootnet'
hist(
x,
main = "Empirical Distribution of Statistic",
xlab = expression(Values ~ of ~ t),
breaks = 20,
annotated = TRUE,
b0 = expression(atop(plain("") %up% plain("")), t[0]),
b = expression(atop(plain("") %up% plain("")), t[]),
ask = TRUE,
...
)
## S3 method for class 'diffnet_bootnet'
plot(x, y, ...)
graph |
Any class of accepted graph format (see |
self |
Logical scalar. When |
useR |
Logical scalar. When |
... |
Further arguments passed to the method (see details). |
statistic |
A function that returns a vector with the statistic(s) of interest. The first argument must be the graph, and the second argument a vector of indices (see details) |
R |
Number of reps |
resample.args |
List. Arguments to be passed to |
recursive |
Ignored |
x |
A |
main |
Character scalar. Title of the histogram. |
xlab |
Character scalar. x-axis label. |
breaks |
Passed to |
annotated |
Logical scalar. When TRUE marks the observed data average and the simulated data average. |
b0 |
Character scalar. When |
b |
Character scalar. When |
ask |
Logical scalar. When |
y |
Ignored. |
Just like the boot
function of the boot package, the statistic
that is passed must have as arguments the original data (the graph in this case),
and a vector of indicides. In each repetition, the graph that is passed is a
resampled version generated as described in Snijders and Borgatti (1999).
When self = FALSE
, for pairs of individuals that haven been drawn more than
once the algorithm, in particular, resample_graph
, takes care of filling
these pseudo autolinks that are not in the diagonal of the network. By default
it is assumed that these pseudo-autolinks depend on whether the original graph
had any, hence, if the diagonal has any non-zero value the algorithm assumes that
self = TRUE
, skiping the 'filling algorithm'. It is important to notice
that, in order to preserve the density of the original network, when
assigning an edge value to a pair of the form (i,i)
(pseudo-autolinks),
such is done with probabilty proportional to the density of the network, in
other words, before choosing from the existing list of edge values, the
algorithm decides whether to set a zero value first.
The vector of indices that is passed to statistic
, an integer vector with range
1 to n
, corresponds to the drawn sample of nodes, so the user can, for
example, use it to get a subset of a data.frame
that will be used with
the graph
.
The 'plot.diffnet_bootnet' method is a wrapper for the 'hist' method.
A list of class diffnet_bootnet
containing the following:
graph |
The graph passed to |
p.value |
The resulting p-value of the test (see details). |
t0 |
The observed value of the statistic. |
mean_t |
The average value of the statistic applied to the simulated networks. |
var_t |
A vector of length |
R |
Number of simulations. |
statistic |
The function |
boot |
A |
resample.args |
The list |
Snijders, T. A. B., & Borgatti, S. P. (1999). Non-Parametric Standard Errors and Tests for Network Statistics. Connections, 22(2), 1–10. Retrieved from https://www.stats.ox.ac.uk/~snijders/Snijders_Borgatti.pdf
Other Functions for inference:
moran()
,
struct_test()
# Computing edgecount -------------------------------------------------------
set.seed(13)
g <- rgraph_ba(t=99)
ans <- bootnet(g, function(w, ...) length(w@x), R=100)
ans
# Generating
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