Question: Let G be a connected, undirected graph with at least 3 vertices, and let G 3 be the graph obtained by connecting all pairs of
Let G be a connected, undirected graph with at least 3 vertices, and let G3 be the graph obtained by connecting all pairs of vertices that are connected by a path in G of length at most 3. Prove that G3 is hamiltonian.
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The idea behind proving that G3 is Hamiltonian is to show that G3 has a Hamiltonian Cycle which is a ... View full answer
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