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计算机系统应用英文版:2018,27(7):145-149
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最大最小目标的多旅行商问题求解
(广州大学 华软软件学院, 广州 510990)
Solving Multiple Traveling Salesmen Problem with Minimal Maximum
(South China Institute of Software Engineering, Guangzhou University, Guangzhou 510990, China)
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Received:November 19, 2017    Revised:December 15, 2017
中文摘要: 研究一类多旅行商问题,对所有旅行商所走的环路,寻求最大长度最小化.设计了一种新的局部搜索算子,该算子既能进行一条环路的优化,也能对两条环路进行重组优化,与现有的局部搜索算子相比,在计算成本相当的条件下,其寻优能力更好;以该算子为基础,提出了“搜索-选优-变异-搜索”的迭代策略,按此策略设计了竞争搜索算法.在公开的数据集上进行了实验,与近期文献相比,计算结果有所改进.
Abstract:Research on one kind of multiple traveling salesmen problem requires minimizing the maximum length of the cycles traveled by all the salesmen. A new local search operator is designed, this operator not only optimizes one cycle, but also reorganizes and optimizes two cycles, its optimization ability is better than the existing local search operators under the equivalent calculation cost. Based on this operator, an iterative strategy named "search-select-mutate- search" is proposed, according to this strategy, the Competitive Search Algorithm (CSA) is designed. The experiments on the open data sets showed that CSA performs better than recent literatures.
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基金项目:广东省教育厅重大平台和科研项目(2015KTSCX177)
引用文本:
袁志.最大最小目标的多旅行商问题求解.计算机系统应用,2018,27(7):145-149
YUAN Zhi.Solving Multiple Traveling Salesmen Problem with Minimal Maximum.COMPUTER SYSTEMS APPLICATIONS,2018,27(7):145-149