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Max-Min Ant System for Dynamic Vehicle Routing Problem with Time Window

机译:带时间窗的动态车辆路径问题的最大-最小蚂蚁系统

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To satisfy no delay and minimize the travelling distance of all routes for dynamic vehicle routing problem with time window, the planning horizon is divided and the dynamic vehicle routing problem is partitioned into a series of static subproblems, which are solved by improved max-min ant system. In the max-min ant system, routes are constructed with the parallel and sequential methods for datasets respectively aiming at customers in random and clustering distribution. As the behavior of max-min ant system depends largely on the value of parameters, multiparameters including distance heuristic factor, choice probability, level of pheromone persistence, level of time window and the number of ants are self-adapted at different stages in the course of algorithm execution. Instances are tested and results show the effectiveness in solving these problems.
机译:为了满足无延迟并且使具有时间窗的动态车辆路径问题的所有路径的行驶距离最小化,划分了计划范围,并将动态车辆路径问题划分为一系列静态子问题,这些问题通过改进的最大最小蚂蚁数来解决。系统。在max-min ant系统中,使用并行和顺序方法为数据集构造路线,分别针对随机和聚类分布的客户。由于最大最小蚂蚁系统的行为很大程度上取决于参数的值,因此在过程中的不同阶段,包括距离启发式因子,选择概率,信息素持久性水平,时间窗水平和蚂蚁数量在内的多参数都是自适应的。算法执行。实例进行了测试,结果表明了解决这些问题的有效性。

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