The traveling salesperson problem involves finding an optimal route (called a tour ) that visits each of n cities exactly once and returns to the start. For example, suppose the distances between medical offices for a pharmaceutical representative are: Note that the distance from one location to itself is an arbitrarily high number, 999. An example of a tour is 1-4-2-7-8-3-6-5-1. The total distance traveled would be 51 + 10 + 80 + 9 + 47 + 30 + 68 + 49 = 344. The objective is to find the minimum distance tour. Set up and solve this problem using Evolutionary Solver.

 
. TODAY AND GET AN AMAZING DISCOUNT

The post find the minimum distance tour. appeared first on Term Paper Tutors.

 

"Are you looking for this answer? We can Help click Order Now"