基于循环迁移搜索的CT-ACO杂交蚁群优化求解车辆路径问题

Xiaoxia Zhang, Lixin Tang
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引用次数: 22

摘要

蚁群算法是一种解决组合优化难题的元启发式算法。蚁群算法的基本组成部分是求解构建机制,该机制模拟蚁群觅食的决策过程,并寻找从蚁巢到食物源的最有效路径。由于蚁群算法的构造性,我们将蚁群算法的解构造机制与一类新的邻域搜索算法——循环传递算法(CT)相结合。提出了一种基于CT-ACO的混合搜索算法来解决车辆路径问题。该方法既具有蚁群优化的优点,能够找到性能更高的解,又具有循环迁移算法的优点,能够对解的质量进行微调,找到更好的解。实验结果表明,与现有的最佳方法相比,该方法在求解车辆路径问题方面具有很高的效率和竞争力。此外,CT-ACO算法改进了文献中已知的一些基准实例的最佳解
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CT-ACO - hybridizing ant colony optimization with cyclic transfer search for the vehicle routing problem
Ant colony optimization (ACO) is a meta-heuristic approach to tackle hard combinatorial optimization problems. The basic component of ACO is a solution construction mechanism, which simulates the decision-making processes of ant colonies as they forage for food and find the most efficient routes from their nests to food sources. Due to its constructive nature, we hybridize the solution construction mechanism of ACO with cyclic transfers (CT), which is a new class of neighborhood search algorithm. A CT-ACO algorithm, a hybrid search approach, is proposed to solve the vehicle routing problem. The method has both the advantages of ant colony optimization, the ability to find the higher performance solutions, and that of cyclic transfer algorithm, the ability to conduct fine-tuning in the quality of solutions and to find better solutions. The experimental results have shown that the method is very efficient and competitive to solve the vehicle routing problem compared with the best existing methods in terms of solution quality. Moreover, CT-ACO algorithm improves the best solutions known for some benchmark instances of the literature
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