HOPHS: A hyperheuristic that solves orienteering problem with hotel selection

A. Toledo, M. Riff
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引用次数: 3

Abstract

We present a hyperheuristic approach designed to solve a real world problem: the Orienteering Problem with Hotel Selection (OPHS). This problem has recently been introduced as an extension of the well-known Orienteering Problem. In this problem, hotels must be selected from a pool of available hotels. Each trip starts and ends in one of the hotels. The goal is to maximize the total score computed by the sum of the score of the trips to the visit points of interest. We propose a hyperheuristic that is based on a hill-climbing procedure. The low-level heuristics have been selected focused on the different constraints of the problem. We have put special attention on the collaboration among the low-level heuristics, in order to guide the algorithm to the most promising areas, considering both the time constraints and the improvement of the score. We use the benchmarks instances including the hardest ones of the problem for testing. The results show that our technique is a very effective one in terms of the design and the quality of the solution found.
HOPHS:一个超启发式,解决了酒店选择的定向问题
我们提出了一种超启发式方法,旨在解决现实世界的问题:酒店选择定向问题(OPHS)。这个问题最近作为著名的定向运动问题的延伸而被引入。在这个问题中,必须从可用的酒店池中选择酒店。每次旅行都在其中一家酒店开始和结束。我们的目标是使总得分最大化,这个总得分是通过访问兴趣点的行程得分的总和来计算的。我们提出了一种基于爬坡过程的超启发式算法。低级启发式的选择侧重于问题的不同约束条件。我们特别关注低级启发式之间的协作,以便在考虑时间限制和分数提高的情况下,将算法引导到最有希望的领域。我们使用基准测试实例,包括问题中最难的实例进行测试。结果表明,就设计和找到的解的质量而言,我们的技术是非常有效的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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