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An Improved Ant Colony Optimization algorithm to the Periodic Vehicle Routing Problem with Time Window and Service Choice

机译:一种改进的蚁群优化算法与时间窗口和服务选择的周期性车辆路由问题

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This article addresses a Periodic Vehicle Routing Problem with Time Window and Service Choice problem. This problem is basically a combination of existing Periodic Vehicle Routing Problem with Time Window and Periodic Vehicle Routing Problem with Service Choice. We model it as a multi objective problem. To solve this problem, we develop a heuristic algorithm based on Improved Ant Colony Optimization (IACO) and Simulate Annealing (SA) called Multi Objective Simulate Annealing - Ant Colony Optimization (MOSA-ACO). Improvements are made in following respects: a) a Euclidean distance based solution acceptance criterion is developed; b) a parameter control pattern is designed to generate different initial solutions; c) several local search strategies are added. Benchmark instances generated from Solomon's benchmark instances and Cordeau's benchmarks instances are applied. Comparison algorithms include four population based heuristics and IACO. Computation experiment results show that MOSA-ACO algorithm has a good performance on solving this problem.
机译:本文在时间窗口和服务选择问题上解决了定期的车辆路由问题。这个问题基本上是现有的定期车辆路由问题与时间窗口和服务选择的周期性车辆路由问题的组合。我们将其模拟为多目标问题。为了解决这个问题,我们开发了一种基于改进的蚁群优化(IACO)的启发式算法,并模拟了称为多目标模拟退火 - 蚁群优化(MOSA-ACO)的退火(SA)。遵循以下方面的改进:a)开发了一种基于欧几里德距离的解决方案验收标准; b)参数控制模式旨在产生不同的初始解决方案; c)添加了几种本地搜索策略。从所罗门的基准实例和Corceau的基准实例生成的基准实例都适用。比较算法包括四个基于群体的启发式和IACO。计算实验结果表明,MOSA-ACO算法在解决这个问题方面具有良好的性能。

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