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Number of the bipartite graph, that the complement of that graph is bipartite graph too?
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can you define a bipartite graph
@perlA graph is bipartite if its set of vertices can be split into two parts V1, V2, such that every edge of the graph connects a V1 vertex to a V2 vertex. For example, a hexagon is bipartite but a pentagon is not. More generally, we saw that a graph is bipartite if and only if all cycles in the graph have even length.
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