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Applying an Improved Ant Colony Optimization to solve the Homogeneous Fixed Fleet Close Open Mixed Vehicle Routing Problem

机译:应用改进的蚁群优化来解决均匀固定舰队关闭开放式混合车道路由问题

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We consider a vehicle routing problem starting from a depot to serve customers whose demands are deterministic using company vehicles. However, the capacities of their own vehicles cannot fulfill all customer demands. Thus, the company must hire vehicles with several vehicle types, each type being defined by a capacity. All company vehicles must return back to the depot, while hiring vehicles do not have to come back to the depot in order to achieve the objective of the minimum total travel distance. This mentioned characteristic of the problem are called Homogeneous Fixed Fleet Close Open Mixed Vehicle Routing Problem (HFFCOMVRP) which is an NP-Hard problem. Therefore, this research presents applying ant colony optimization which is meta-heuristic algorithms for solving complex optimization problems to find good solutions with acceptance in computation time. The algorithm presented is developed in Python and then tested against 15 standard problems of Augerat et al. (1995). The ant colony optimization with improving the solution using 2-Opt and one-move heuristics is efficient in simultaneously determining the open and close routes in the solutions with a wide range of vehicle capacities. It provides the best solution for 12 out of 15 problems
机译:我们考虑从仓库开始的车辆路由问题,为使用公司车辆的需求确定的客户提供服务。但是,他们自己的车辆的能力无法满足所有客户需求。因此,公司必须雇用具有多种车辆类型的车辆,每种类型都由容量定义。所有公司车辆必须返回仓库,同时雇用车辆不必回到仓库,以实现最小总行程距离的目标。该问题的这一特征称为均匀固定的舰队关闭开放式混合车道路由问题(HFFComVRP)是一个NP难题。因此,本研究提出了应用蚁群优化,这是用于解决复杂优化问题的元启发式算法,以找到具有计算时间的良好解决方案。呈现的算法是在Python中开发的,然后针对Augerat等人的15个标准问题进行了测试。 (1995)。通过使用2-opt和单次启发式改善解决方案的蚁群优化是有效的,同时确定具有各种车辆容量的解决方案中的开放和关闭路由。它提供了15个问题中的最佳解决方案

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