Question: Suppose that the edges in an undirected graph G satisfy the triangle inequality: cu,v + cv,w cu,w. Show how to compute a traveling salesman

Suppose that the edges in an undirected graph G satisfy the triangle inequality: cu,v + cv,w ≥ cu,w. Show how to compute a traveling salesman tour of cost at most twice optimal.

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Construct a minimum spanning tree T of G pick any vertex in the graph and then find a path in T th... View full answer

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