Description Usage Arguments Details Value Examples
For flexibility, x may be provided as any of the following formats: an edgelist (data.frame), a weighted adjacency matrix (square numeric matrix), an igraph object, or an rnet.* object (e.g., rnetBasic, rnetMultiStrata, etc.).
1 | signed_modularity(x, membership, weight = NULL)
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x |
A graph presented in of the forms discussed below. |
membership |
Defines vertex membership to determine if vertices are similar. May be provided as a string that matches an attribute of x or a vector of length equal to the number of vertices in the graph. |
weight |
Edge weights. Like 'membership', this argument can be defined as a string matching an edge attribute of 'x' or a vector of length equal to the number of edges, but may also be left as NULL which will return an unweighted modularity estimate. |
Newman's method of estimating graphical modularity based on vertex can accomodate edge weights, but cannot incorporate signed edges, e.g. edges with both positive and negative. Gomez, et al, proposed a similar estimator of modularity estimated in two parts corresponding to positive (Q+) and negative (Q-) edges, and the latter is subtracted from the former. The 'signed_modularity' function implements this method of modularity estimation, and returns a scalar.
a numeric value estimating the weighted, signed modularity of x, or a numeric vector containing respective modularity estimates if x contained multiple network.
1 2 3 4 5 6 7 8 9 | #Signed modularity in a random graph with 10 vertices
x <- sample_gnp(5, 0.4) #Creates a random graph with 10 vertices and density ~ 40%
x <- set_edge_attr(x, 'weight', value = runif(gsize(x), -0.5, 0.5))
#Randomly assign edge weights to edge attribute 'weight', both positive and negative
x <- set_vertex_attr(x, name = 'group', value = sample(c('red', 'blue'), size = 5, replace = TRUE))
signed_modularity(x, membership = 'group', weight = 'weight')
signed_modularity(x, membership = 'group')
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