migraph (version 0.9.3)

is: Logical tests of network properties

Description

These functions implement logical tests for various network properties.

Usage

is_migraph(object)
is_graph(object)
is_edgelist(object)
is_twomode(object)
is_weighted(object)
is_directed(object)
is_labelled(object)
is_signed(object)
is_connected(object, method = c("weak", "strong"))
is_complex(object)
is_multiplex(object)
is_uniplex(object)
is_acyclic(object)

Arguments

object

An object of a migraph-consistent class:

• matrix, from base R

• edgelist, a data frame from base R or tibble from tibble

• igraph, from the igraph package

• network, from the network package

• tbl_graph, from the tidygraph package

method

Whether to identify components if only "weak"ly connected or also "strong"ly connected.

Value

TRUE if the condition is met, or FALSE otherwise.

Functions

• is_migraph: Tests whether network is migraph-compatible

• is_graph: Tests whether network contains graph-level information

• is_edgelist: Tests whether data frame is an edgelist

• is_twomode: Tests whether network is a two-mode network

• is_weighted: Tests whether network is weighted

• is_directed: Tests whether network is directed

• is_labelled: Tests whether network includes names for the nodes

• is_signed: Tests whether network is signed positive/negative

• is_connected: Tests whether network is (weakly/strongly) connected

• is_complex: Tests whether network contains any loops

• is_multiplex: Tests whether network is multiplex, either from multiple rows with the same sender and receiver, or multiple columns to the edgelist.

• is_uniplex: Tests whether network is simple (both uniplex and simplex)

• is_acyclic: Tests whether network is a directed acyclic graph

See Also

Other manipulation: add, coercion, to

Examples

# NOT RUN {
is_twomode(ison_southern_women)
is_weighted(ison_southern_women)
is_directed(ison_southern_women)
is_labelled(ison_southern_women)
is_signed(ison_southern_women)
is_connected(ison_southern_women)
is_complex(ison_southern_women)
is_uniplex(ison_algebra)
is_acyclic(ison_algebra)
# }