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Home / Proceedings / Proceedings of the International Conference on Automated Planning and Scheduling, 30 / Book One

Computing Close to Optimal Weighted Shortest Paths in Practice

February 1, 2023

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Authors

Nguyet Tran,Michael J. Dinneen,Simone Linz

University of Auckland,The University of Auckland,University of Auckland


DOI:

10.1609/icaps.v30i1.6673


Abstract:

This paper proposes a new practical method for the weighted region problem (WRP). The objective of WRP is to find a minimum cost path between two vertices among different regions where each region incurs a traversal cost per unit distance. Currently, there is no practical algorithm that solves this problem exactly. Among the approximation methods that solve instances of WRP, there is a limited number of algorithms that compute paths whose lengths are close to optimal, which we call very-close optimum paths. However, they are considered as theoretical methods. On the other hand, algorithms for solving WRP that can be applied to practical data sets (using decomposition ideas or heuristics) are not guaranteed to find a very-close optimum path within an acceptable amount of time. In this paper, we consider an alternative method for solving WRP that exploits Snell's law of physical refraction. We compare the performance of our new algorithm with that of two existing algorithms, using at least 500 test cases for each such comparison. The experimental results show that our algorithm returns a very-close optimum weighted shortest path in reasonable time.

Topics: ICAPS

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HOW TO CITE:

Nguyet Tran,Michael J. Dinneen,Simone Linz Computing Close to Optimal Weighted Shortest Paths in Practice Proceedings of the International Conference on Automated Planning and Scheduling, 30 (2020) 291-299.

Nguyet Tran,Michael J. Dinneen,Simone Linz Computing Close to Optimal Weighted Shortest Paths in Practice ICAPS 2020, 291-299.

Nguyet Tran,Michael J. Dinneen,Simone Linz (2020). Computing Close to Optimal Weighted Shortest Paths in Practice. Proceedings of the International Conference on Automated Planning and Scheduling, 30, 291-299.

Nguyet Tran,Michael J. Dinneen,Simone Linz. Computing Close to Optimal Weighted Shortest Paths in Practice. Proceedings of the International Conference on Automated Planning and Scheduling, 30 2020 p.291-299.

Nguyet Tran,Michael J. Dinneen,Simone Linz. 2020. Computing Close to Optimal Weighted Shortest Paths in Practice. "Proceedings of the International Conference on Automated Planning and Scheduling, 30". 291-299.

Nguyet Tran,Michael J. Dinneen,Simone Linz. (2020) "Computing Close to Optimal Weighted Shortest Paths in Practice", Proceedings of the International Conference on Automated Planning and Scheduling, 30, p.291-299

Nguyet Tran,Michael J. Dinneen,Simone Linz, "Computing Close to Optimal Weighted Shortest Paths in Practice", ICAPS, p.291-299, 2020.

Nguyet Tran,Michael J. Dinneen,Simone Linz. "Computing Close to Optimal Weighted Shortest Paths in Practice". Proceedings of the International Conference on Automated Planning and Scheduling, 30, 2020, p.291-299.

Nguyet Tran,Michael J. Dinneen,Simone Linz. "Computing Close to Optimal Weighted Shortest Paths in Practice". Proceedings of the International Conference on Automated Planning and Scheduling, 30, (2020): 291-299.

Nguyet Tran,Michael J. Dinneen,Simone Linz. Computing Close to Optimal Weighted Shortest Paths in Practice. ICAPS[Internet]. 2020[cited 2023]; 291-299.


ISSN: 2334-0843


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