Balanced hypergraph: Difference between revisions

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== Comparison with other notions of bipartiteness ==
Besides balance, there are alternative generalizations of bipartite graphs. A hypergraph is called '''bipartite''' if its vertex set ''V'' can be partitioned into two sets, ''X'' and ''Y'', such that each hyperedge contains '''''exactly one''''' element of ''X'' (see [[bipartite hypergraph]]). Obviously every bipartite graph is 2-colorable.
 
The properties of bipartiteness and balance do not imply each other.