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A novel feature-based approach to characterize algorithm performance for the traveling salesperson problem
by
Trautmann, Heike
, Bossek, Jakob
, Neumann, Frank
, Bischl, Bernd
, Mersmann, Olaf
, Wagner, Markus
in
Algorithms
/ Approximation
/ Artificial Intelligence
/ Combinatorial analysis
/ Complex Systems
/ Computer Science
/ Expert systems
/ Mathematical analysis
/ Mathematics
/ Optimization
/ Search algorithms
/ Traveling salesman problem
2013
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A novel feature-based approach to characterize algorithm performance for the traveling salesperson problem
by
Trautmann, Heike
, Bossek, Jakob
, Neumann, Frank
, Bischl, Bernd
, Mersmann, Olaf
, Wagner, Markus
in
Algorithms
/ Approximation
/ Artificial Intelligence
/ Combinatorial analysis
/ Complex Systems
/ Computer Science
/ Expert systems
/ Mathematical analysis
/ Mathematics
/ Optimization
/ Search algorithms
/ Traveling salesman problem
2013
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Do you wish to request the book?
A novel feature-based approach to characterize algorithm performance for the traveling salesperson problem
by
Trautmann, Heike
, Bossek, Jakob
, Neumann, Frank
, Bischl, Bernd
, Mersmann, Olaf
, Wagner, Markus
in
Algorithms
/ Approximation
/ Artificial Intelligence
/ Combinatorial analysis
/ Complex Systems
/ Computer Science
/ Expert systems
/ Mathematical analysis
/ Mathematics
/ Optimization
/ Search algorithms
/ Traveling salesman problem
2013
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A novel feature-based approach to characterize algorithm performance for the traveling salesperson problem
Journal Article
A novel feature-based approach to characterize algorithm performance for the traveling salesperson problem
2013
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Overview
Meta-heuristics are frequently used to tackle NP-hard combinatorial optimization problems. With this paper we contribute to the understanding of the success of 2-opt based local search algorithms for solving the traveling salesperson problem (TSP). Although 2-opt is widely used in practice, it is hard to understand its success from a theoretical perspective. We take a statistical approach and examine the features of TSP instances that make the problem either hard or easy to solve. As a measure of problem difficulty for 2-opt we use the approximation ratio that it achieves on a given instance. Our investigations point out important features that make TSP instances hard or easy to be approximated by 2-opt.
Publisher
Springer International Publishing,Springer Nature B.V
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