Exercise 342 2 Prove G Undirected Bipartite Graph Odd Number Vertices G Non Hamiltonian Q37154013

December 8, 2021 by Administrator

Exercise 34.2-2

Prove that if G is an undirected bipartite graph with an oddnumber of vertices, then G is non-hamiltonian

Answer

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Hamiltonian graph: A graph that possesses a Hamiltonian cycle is called a Hamiltonian grapl of a Hamilitonian cycle is called

Owing to the above definition, every vertex has its adjacent vertex only in the disjoint set other than its own. So, in a Ham

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Hamiltonian graph: A graph that possesses a Hamiltonian cycle