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This document presents a case study on solving the traveling salesman problem using an integer linear programming formulation. The traveling salesman problem is to find the shortest route for a salesman to visit each city once and return home. The problem is formulated as an assignment problem and solved using linear programming software. However, the assignment model can produce infeasible solutions with disjoint subtours. Additional constraints are introduced to eliminate subtours and ensure a single tour

Author

maddymahek

Language

EN