The k-core is the maximal subgraph in which every node has degree at least
k, found by repeatedly removing nodes of degree below k.
Degree is the total degree, which is in-degree plus out-degree in a
directed network. A self-loop adds 2 to the degree of its node.
Arguments
- x
Network input.
- k
A single non-negative whole number. The core number.
- keep_format
Logical. If TRUE, a matrix, igraph, statnet network or tna input is returned in its own format. An edge-list data frame or a qgraph object is returned as a
cograph_networkwith acograph_no_format_roundtripwarning. Default FALSE returns acograph_network.- directed
Logical or NULL. Directedness used to read the input. NULL (default) detects it from the input.
Value
A cograph_network holding the k-core, or the input format
when keep_format = TRUE. When no node reaches coreness k,
the result is an empty network and a warning is raised.
References
Seidman, S. B. (1983). Network structure and minimum degree. Social Networks, 5(3), 269–287.
Examples
select_k_core(regulation_net, k = 2)
#> Cograph network: 10 nodes, 30 edges ( directed )
#> Source: matrix
#> Nodes (10): Explore, Plan, Monitor, Adapt, Reflect, Discuss, ... +4 more
#> Edges: 30 / 90 (density: 33.3%)
#> Weights: [0.050, 0.490] | mean: 0.265
#> Strongest edges:
#> Share -> Monitor 0.490
#> Plan -> Evaluate 0.490
#> Evaluate -> Adapt 0.430
#> Synthesize -> Reflect 0.420
#> Plan -> Discuss 0.400
#> Layout: none
#> Use as.data.frame() for the edge table, as.data.frame(what = "nodes") for the nodes.
