rgraph_er | R Documentation |
Generates a bernoulli random graph.
rgraph_er(
n = 10,
t = 1,
p = 0.01,
undirected = getOption("diffnet.undirected"),
weighted = FALSE,
self = getOption("diffnet.self"),
as.edgelist = FALSE
)
n |
Integer. Number of vertices |
t |
Integer. Number of time periods |
p |
Double. Probability of a link between ego and alter. |
undirected |
Logical scalar. Whether the graph is undirected or not. |
weighted |
Logical. Whether the graph is weighted or not. |
self |
Logical. Whether it includes self-edges. |
as.edgelist |
Logical. When TRUE the graph is presented as an edgelist instead of an adjacency matrix. |
For each pair of nodes \{i,j\}
, an edge is created
with probability p
, this is, Pr\{Link i-j\} = Pr\{x<p\}
, where x
is drawn from a Uniform(0,1)
.
When weighted=TRUE
, the strength of ties is given by
the random draw x
used to compare against p
, hence, if x < p
then the strength will be set to x
.
In the case of dynamic graphs, the algorithm is repeated t
times, so the
networks are uncorrelated.
A graph represented by an adjacency matrix (if t=1
), or an array of
adjacency matrices (if t>1
).
The resulting adjacency matrix is store as a dense matrix, not as a sparse matrix, hence the user should be careful when choosing the size of the network.
George G. Vega Yon
Barabasi, Albert-Laszlo. "Network science book" Retrieved November 1 (2015) https://barabasi.com/book/network-science.
Other simulation functions:
permute_graph()
,
rdiffnet()
,
rewire_graph()
,
rgraph_ba()
,
rgraph_ws()
,
ring_lattice()
# Setting the seed
set.seed(13)
# Generating an directed graph
rgraph_er(undirected=FALSE, p = 0.1)
# Comparing P(tie)
x <- rgraph_er(1000, p=.1)
sum(x)/length(x)
# Several period random gram
rgraph_er(t=5)
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