Question: An edge weight matrix for a complete graph is assigned: Determine an approximation to the minimum weight tour using the following: (1.) Nearest neighbor heuristic

An edge weight matrix for a complete graph is assigned:

An edge weight matrix for a complete graph is assigned: Determine an

Determine an approximation to the minimum weight tour using the following:

(1.) Nearest neighbor heuristic

(2.) Twice around the tree heuristic.

(3.) Also, show one attempt of reducing the tour weight using the 2-change heuristic for the tour obtained with each of the two heuristics above.

V1 V2 V3 V4 V5 V6 V1037223 V2309136 V421312099 V5267909 V6349990 /6 349990 /5 267909 V-232099 11 V3 790179 /3 790279 2 309364 > 037223

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