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Bipartite Graphs

Explore the concept of bipartite graphs by understanding their vertex partition into two sets with edges only across sets. Learn the equivalence between bipartite graphs and 2-colorable graphs and discover efficient ways to represent these graphs using trimmed adjacency matrices.

Family of bipartite graphs

A graph is said to be bipartite if we can partition all of its vertices into two groups, say LL and RR, such that every edge has one end in LL and one end in RR. The two sets, LL and RR ...