bipartite

An example of bipartite graph is a job matching problem.

I am considered bipartite with a stronger emphasis on teaching.

Let us consider the state of a bipartite system .

In this case, the folded cube is itself already bipartite.

This is a special subdivision, as it always results in a bipartite graph.

Bipartite verbal compounds such as these are not peculiar to any language in particular.

At our university there are two streams bipartite and tripartite.

In a weighted bipartite graph, each edge has an associated value.

For the coloring to exist, the graph must be bipartite.

If the search ends without such a situation occurring, then the graph is bipartite.

Bipartite means having two parts, or an agreement between two parties.

How many perfect matchings are there for a given bipartite graph?

It was known before that the decision problem "Is there a perfect matching for a given bipartite graph?"

Enjoying self-rule, they established a bipartite democratic system of government.

All such graphs are bipartite, and hence can be colored with only two colors.

He has contributed to domination number, bipartite double cover, and reconstruction theory.

Cycle graphs with an even number of vertices are bipartite.

In this problem, we are given a bipartite graph with an order on the vertices, and an edge.

So it can be found using bipartite matching algorithm.

Since is a bipartite graph, we may consider its adjacency matrix.

The general bipartite case has been shown to be NP-hard.

Every planar graph whose faces all have even length is bipartite.

The corresponding question "How many perfect matchings does the given bipartite graph have?"

The cession of the reserve land had been negotiated by a bipartite mixed body.

The decision problem for bipartite dimension can be phrased as: