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A Comparative Study of the PSO and GA for the m-MDPDPTW

机译:m-MDPDPTW的PSO和GA的比较研究

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The m-MDPDPTW is the multi-vehicles, multi-depots pick-up and delivery problem with time windows. It is an optimization vehicles routing problem which must meet requests for transport between suppliers and customers for the purpose of satisfying precedence, capacity and time constraints. This problem is a very important class of operational research, which is part of the category of NP-hard problems. Its resolution therefore requires the use of evolutionary algorithms such as Genetic Algorithms (GA) or Particle Swarm Optimization (PSO). We present, in this sense, a comparative study between two approaches based respectively on the GA and the PSO for the optimization of m-MDPDPTW. We propose, in this paper, a literature review of the Vehicle Routing Problem (VRP) and the Pick-up and Delivery Problem with Time Windows (PDPTW), present our approaches, whose objective is to give a satisfying solution to the m-MDPDPTW minimizing the total distance travelled. Theperformanceofbothapproachesisevaluatedusingvarioussetsinstancesfrom[10] PDPTW benchmark data problems. From our study, in the case of m-MDPDPTW problem, the proposed GA reached to better results compared with the PSO algorithm and can be considered the most appropriate model to solve our m-MDPDPTW problem
机译:m-MDPDPTW是带有时间窗的多辆汽车,多仓库的上门收货和送货问题。这是一种优化的车辆路线问题,必须满足供应商和客户之间的运输要求,以满足优先级,容量和时间限制。这个问题是运筹学中非常重要的一类,是NP难题的一部分。因此,其分辨率要求使用进化算法,例如遗传算法(GA)或粒子群优化(PSO)。从这个意义上讲,我们提出了两种分别基于GA和PSO优化m-MDPDPTW的方法的比较研究。我们提议在本文中对车辆路径问题(VRP)和带时间窗的取送问题(PDPTW)进行文献综述,以提出我们的方法,其目的是为m-MDPDPTW提供令人满意的解决方案最小化总行驶距离。使用[10] PDPTW基准数据问题中的各种实例评估了可能达到的性能。根据我们的研究,在m-MDPDPTW问题的情况下,与PSO算法相比,拟议的遗传算法达到了更好的结果,可以认为是解决m-MDPDPTW问题的最合适模型

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