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Partially Optimized Cyclic Shift Crossover for Multi-Objective Genetic Algorithms for the multi-objective Vehicle Routing Problem with time-windows

机译:具有时间窗的多目标车辆路径问题的多目标遗传算法的部分优化循环移位交叉

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The complexity of the Vehicle Routing Problems (VRPs) and their applications in our day to day life has garnered a lot of attentions in the area of optimization. Recently, attentions have turned to multi-objective VRPs with Multi-Objective Genetic Algorithms (MOGAs). MOGAs, thanks to its genetic operators such as selection, crossover, and/or mutation, constantly modify a population of solutions in order to find optimal solutions. However, given the complexity of VRPs, conventional crossover operators have major drawbacks. The Best Cost Route Crossover is lately gaining popularity in solving multi-objective VRPs. It employs a brute force approach to generate new children. Such approach may be unacceptable when presented with a relatively large problem instance. In this paper, we introduce a new crossover operator, called Partially Optimized Cyclic Shift Crossover (POCSX). A comparative study, between a MOGA based on POCSX, and a MOGA which is based on the Best Cost Route Crossover affirms the level of competitiveness of the former.
机译:车辆路径问题(VRP)的复杂性及其在我们日常生活中的应用在优化领域引起了很多关注。近来,注意力已转向具有多目标遗传算法(MOGA)的多目标VRP。由于其遗传运算符(例如选择,交叉和/或突变),MOGA不断修改解决方案的总体以找到最佳解决方案。但是,考虑到VRP的复杂性,传统的交叉运营商具有主要的缺点。最佳成本路线交叉法最近在解决多目标VRP中越来越受欢迎。它采用暴力手段来养育新孩子。当出现相对较大的问题实例时,这种方法可能是不可接受的。在本文中,我们介绍了一种新的交叉算子,称为部分优化循环移位交叉(POCSX)。基于POCSX的MOGA与基于最佳成本路线交叉的MOGA之间的比较研究证实了前者的竞争力水平。

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