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traversal_weights(), node_weights(),
and all three main_path() types (global, local, key-route)
now run one vectorised step per topological layer instead of one
interpreted igraph call per vertex. On a 50,000-vertex / 300,000-arc
citation network the key-route extraction drops from tens of minutes to
a few seconds, with identical results (verified against Pajek and by
exhaustive path enumeration on small graphs).read_pajek() now parses arcs in a single vectorised
pass. The previous version built one data frame per arc and was
effectively O(E^2), taking minutes on large networks; it is now
sub-second.key_route_sweep(): computes the key-route main path for
many values of k in a single shared DP pass, returning a
tidy k / n_nodes / n_arcs table
(and optionally the subgraphs). This is the efficient way to choose
k by looking for a plateau, replacing a slow loop over
main_path().main_path(type = "key_route") gains a
k_range = c(start, end) argument to seed from a slice of
key routes ranked start to end by weight,
mirroring Pajek’s key-route range option.Initial CRAN release.
check_dag() validates that a graph is acyclic and
reports the back-edges responsible for any cycles.classify_nodes() labels vertices by role
(source/terminal/user, or source/sink/user under the graph-theory
convention).check_scale_free() fits a discrete power-law to the
degree distribution and tests for scale-free behaviour.edge_weights() and node_weights() compute
traversal weights at the edge and node level.read_pajek()) and Gephi export
(read_gephi_export(), supporting .gexf and
.graphml) files.plot_mpa() visualizes main paths, with a
scope argument for restricting the plot to a subgraph.igraph objects or edge-list data frames as
input throughout.These binaries (installable software) and packages are in development.
They may not be fully stable and should be used with caution. We make no claims about them.