A bee colony optimization with automated parameter tuning for sequential ordering problem

Moon Hong Wun, L. Wong, A. Khader, T. Tan
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引用次数: 6

Abstract

Sequential Ordering Problem (SOP) is a type of Combinatorial Optimization Problem (COP). Solving SOP requires finding a feasible Hamiltonian path with minimum cost without violating the precedence constraints. SOP models myriad of real world industrial applications, particularly in the fields of transportation, vehicle routing and production planning. The main objective of this research is to propose an idea of solving SOP using the Bee Colony Optimization (BCO) algorithm. The underlying mechanism of the BCO algorithm is the bee foraging behavior in a typical bee colony. Throughout the research, the SOP benchmark problems from TSPLIB will be chosen as the testbed to evaluate the performance of the BCO algorithm in terms of the solution cost and the computational time needed to obtain an optimum solution. Moreover, efforts are taken to investigate the feasibility of using the Genetic Algorithm to optimally tune the parameters equipped in the existing BCO model. On average, over the selected 40 benchmark problems, the proposed method has successfully solved 9 (22.5%) benchmark problems to optimum, 17 (42.5%) benchmark problems ≤ 1% of deviation from the known optimum, and 37 (85%) benchmark problems ≤ 5% of deviation from the known optimum. Overall, the 40 benchmark problems are solved to 2.19% from the known optimum on average.
序列排序问题的蜂群参数自动调整优化
顺序排序问题(SOP)是一种组合优化问题(COP)。求解SOP要求在不违反优先约束的情况下,找到代价最小的可行哈密顿路径。SOP模拟了无数现实世界的工业应用,特别是在运输,车辆路线和生产计划领域。本研究的主要目的是提出一种使用蜂群优化(BCO)算法求解SOP的想法。BCO算法的基本机制是蜜蜂在一个典型蜂群中的觅食行为。在整个研究中,将选择TSPLIB中的SOP基准问题作为测试平台,从求解成本和获得最优解所需的计算时间两方面评估BCO算法的性能。此外,还探讨了利用遗传算法对现有BCO模型中配置的参数进行最优调整的可行性。平均而言,在所选择的40个基准问题中,该方法成功解决了9个(22.5%)基准问题达到最优,17个(42.5%)基准问题与已知最优偏差≤1%,37个(85%)基准问题与已知最优偏差≤5%。总的来说,40个基准问题的平均解离已知最优值为2.19%。
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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