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An artificial bee colony algorithm with a Modified Choice Function for the traveling salesman problem

机译:一种人工蜂殖民地算法,具有用于旅行推销员问题的改进选择功能

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摘要

The Artificial Bee Colony (ABC) algorithm is a swarm intelligence approach which has initially been proposed to solve optimisation of mathematical test functions with a unique neighbourhood search mechanism. This neighbourhood search mechanism could not be directly applied to combinatorial discrete optimisation problems. In order to tackle combinatorial discrete optimisation problems, the employed and onlooker bees need to be equipped with problem-specific perturbative heuristics. However, a large variety of problem-specific heuristics are available, and it is not an easy task to select an appropriate heuristic for a specific problem. In this paper, a hyper-heuristic method, namely a Modified Choice Function (MCF), is applied such that it can regulate the selection of the neighbourhood search heuristics adopted by the employed and onlooker bees automatically. The Lin-Kemighan (LK) local search strategy is integrated to improve the performance of the proposed model. To demonstrate the effectiveness of the proposed model, 64 Traveling Salesman Problem (TSP) instances available in TSPLIB are evaluated. On average, the proposed model solves the 64 instances to 0.055% from the known optimum within approximately 2.7 min. A performance comparison with other state-of-the-art algorithms further indicates the effectiveness of the proposed model.
机译:人造蜜蜂殖民地(ABC)算法是一种群体智能方法,最初提出解决与独特的邻域搜索机制的数学测试功能的优化。该邻域搜索机制无法直接应用于组合离散优化问题。为了解决组合离散优化问题,所用和旁观者蜜蜂需要配备特定于问题的扰动启发式。然而,可以使用各种特定于问题的启发式方法,并且为特定问题选择适当的启发式是一种简单的任务。在本文中,应用超启发式方法,即修改的选择函数(MCF),使得它可以自动调节所用和旁观者蜜蜂采用的邻域搜索启发式的选择。 Lin-Kemighan(LK)本地搜索策略被集成以提高所提出的模型的性能。为了证明所提出的模型的有效性,评估了TSPLIB中可用的64个旅行推销员问题(TSP)实例。平均而言,所提出的模型在约2.7分钟内从已知的最佳值求出64例至0.055%。与其他最先进的算法的性能比较进一步表明了所提出的模型的有效性。

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