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Mission-Oriented Ant-Team ACO for Min-Max MTSP

机译:Min-Max MTSP的任务导向Ant-Team ACO

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Multiple Traveling Salesman Problem (MTSP) is a combinatorial optimization problem and is an extension of the famous Traveling Salesman Problem (TSP). Not only does MTSP possess academic research value, its application is also quite extensive. For example, Vehicle Routing Problem (VRP) and Operations Scheduling, etc., can all be reduced to MTSP solutions. MTSP is an NP-Hard problem and is worth carrying out discussions from different facets to tackle the said problem. This research adopts the Ant Colony Optimization Algorithm (ACO). A certain amount of Mission-Coordinated Ant-Teams are included in this approach, and missions are appointed to the ants in the Ant-Teams before they set out (each ant has a different focal search direction). In addition to attempting to complete his or her own mission, each ant will use the Max-Min philosophy to work together to optimize the quality of the solution. The goal of the appointment of missions is to reduce the total distance, while the Max-Min search method for paths is to achieve Min-Max, which is the goal of labor balance. During the solving process, each ant will refer to the pheromone concentration on the paths and the mission tips as their action guidelines. After each round, the mission configuration will be changed in accordance with the state of solution obtained from each mission-coordinated team and the pheromone concentration on the path will be reconfigured.
机译:多次旅行推销员问题(MTSP)是一个组合优化问题,是着名的旅行推销员问题(TSP)的延伸。 MTSP不仅具有学术研究价值,其应用也很广泛。例如,车辆路由问题(VRP)和操作调度等,都可以减少到MTSP解决方案。 MTSP是一个难题问题,值得从不同方面进行讨论来解决上述问题。本研究采用蚁群优化算法(ACO)。在这种方法中包含一定数量的任务协调的蚂蚁团队,并且在进行蚂蚁之前任命任务在蚂蚁队中的蚂蚁(每个ANT有不同的焦点搜索方向)。除了尝试完成他或她自己的使命外,每个蚂蚁都将使用Max-Min的哲学来共同努力,优化解决方案的质量。任命任务的目标是减少总距离,而MAX-MIN搜索方法是为了实现MIN-MAX,这是劳动平衡的目标。在解决过程中,每个蚂蚁将指路径和使命提示的信息素浓度作为其行动指导。在每轮之后,任务配置将根据从每个任务协调的团队获得的解决方案状态改变,并且将重新配置路径上的信息素浓度。

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