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(Solved): 4. Bipartite Graphs. A graph is bipartite if all of its vertices can be partitioned into two disjo ...



4. Bipartite Graphs.
A graph is bipartite if all of its vertices can be partitioned into two disjoint subsets X and Y so that

4. Bipartite Graphs. A graph is bipartite if all of its vertices can be partitioned into two disjoint subsets X and Y so that every edge connects a vertex in X with a vertex in Y. (Alternately, a graph is bipartite if its vertices can be coloured in two colours so that every edge has its vertices colours in different colours; such graphs are also called 2-colourable.) For example each of the three graphs in Figure ?? is bipartite. Design a DFS-based algorithm that returns true if a graph is bipartite and false otherwise. Hint: Think about classifying the vertices as even or odd according to their discovery time. Does such an edge classification give you information you can use?


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// C++ Program #include using namespace std; // Store nodes in list void addEdge(vector add[], int u, int v) { add[u].push_back(v); add[v].push_back(u); } // function to check whether a graph is bipartite or n
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