Some remarks on two degrees of asymmetry in the traveling salesman problem

Some remarks on two degrees of asymmetry in the traveling salesman problem

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Article ID: iaor19891046
Country: France
Volume: 22
Issue: 3
Start Page Number: 301
End Page Number: 308
Publication Date: Sep 1988
Journal: RAIRO Operations Research
Authors: ,
Keywords: programming: travelling salesman
Abstract:

The quality of a heuristic for the traveling salesman problem is determined by its bound. Heuristics where the performance bounds depend on the asymmetry of the distance matrix are discussed. Two types of asymmetry, its relations and the relationship between different performance bounds are investigated. An algorithm for attaining a ‘good’ and ‘easily-computable’ bound is described.

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