A bipartite graph has two kinds of vertices and connections are only allowed between different kinds.

## Arguments

- graph
The input graph.

- types
A vector giving the vertex types. It will be coerced into boolean. The length of the vector gives the number of vertices in the graph. When the vector is a named vector, the names will be attached to the graph as the

`name`

vertex attribute.- edges
A vector giving the edges of the graph, the same way as for the regular

`graph()`

function. It is checked that the edges indeed connect vertices of different kind, according to the supplied`types`

vector. The vector may be a string vector if`types`

is a named vector.- directed
Whether to create a directed graph, boolean constant. Note that by default undirected graphs are created, as this is more common for bipartite graphs.

- ...
Passed to

`make_bipartite_graph()`

.

## Value

`make_bipartite_graph()`

returns a bipartite igraph graph. In other
words, an igraph graph that has a vertex attribute named `type`

.

`is_bipartite()`

returns a logical scalar.

## Details

Bipartite graphs have a `type`

vertex attribute in igraph, this is
boolean and `FALSE`

for the vertices of the first kind and `TRUE`

for vertices of the second kind.

`make_bipartite_graph()`

basically does three things. First it checks the
`edges`

vector against the vertex `types`

. Then it creates a graph
using the `edges`

vector and finally it adds the `types`

vector as
a vertex attribute called `type`

. `edges`

may contain strings as
vertex names; in this case, `types`

must be a named vector that specifies
the type for each vertex name that occurs in `edges`

.

`is_bipartite()`

checks whether the graph is bipartite or not. It just
checks whether the graph has a vertex attribute called `type`

.

## See also

`graph()`

to create one-mode networks

Bipartite graphs
`bipartite_mapping()`

,
`bipartite_projection()`

## Author

Gabor Csardi csardi.gabor@gmail.com