基于pareto前选择的遗传算法求解带时间窗的多库多车取货问题

E. B. Alaia, I. Dridi, H. Bouchriha, Pierre Borne
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引用次数: 6

摘要

本文将带时间窗的多车辆多仓库取货问题(m-MDPDPTW)作为一个多目标问题来研究。主要贡献是开发了一种新的多准则优化算法编码和结构算法,该算法采用Pareto优势遗传算法和精英选择策略进行替换。在我们的问题中,每个请求都必须由一辆车在成对的取货地点和交货地点之间运输。这样,仓库里就没有货物了。我们假设所有车辆具有相同的容量,并且每个车辆在同一车辆段开始和结束路线。给出了一组令人满意的解决方案,表示分配给车队的最短、最快或最便宜的路线集,这些路线集满足所有客户需求,而不违反任何实例特定的约束(优先级、容量和时间窗口约束)。这些最优解决方案使总行程距离、总延误时间和车辆数量最小化。
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Genetic algorithm with pareto front selection for multi-criteria optimization of multi-depots and multi- vehicle pickup and delivery problems with time windows
In this paper, multi-vehicle and multi-depots pickup and delivery problem with time windows (m-MDPDPTW) is presented as a multi-objective problem. The main contribution is to develop a new encoding and structure algorithm for multicriteria optimization approach using genetic algorithm with Pareto dominance method and elitist selection strategy for replacement. In our problem each request has to be transported by one of the vehicles between paired pickup and delivery locations. Such that, the depot does not contain the goods. We has assumed that all vehicles have the same capacity and each one start and finish route at the same depot. A set of satisfying solutions is given representing the shortest, quickest or cheapest set of routes assigned to a fleet of vehicles which satisfies all customer demand without contravening any of the instance specific constraints (precedence, capacity and time window constraints). These optimal solutions minimize total travel distance, total tardiness time and vehicles number.
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