Solving the shortest-path problem in logistics distribution for vehicle-routing optimization

Baoxian Jia, Yong Wang, Jinhai Yuan, Jun-qing Li
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Abstract

The classical harmony search (HS) algorithm has been improved. The algorithm effectively prevents it from becoming trapped by a local optimal solution. It allows to be used to deale the shortest-path issue. To solve the shortest route problem, we improved the classical harmony algorithm and seek the optimal solution in the global scope. Second, by the application of the dynamic priority value encoding scheme, we constructed the path based on the priority value of correspondent nodes of variables in the harmonic vector. Through the iterative update of the harmony memory banks, we finally obtained the shortest route. Finally the simulation experiments show us that the proposed algorithm is better than PSO algorithm and HS algorithm on the performance.
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求解物流配送中最短路径问题的车辆路径优化
对经典和声搜索(HS)算法进行了改进。该算法有效地避免了被局部最优解所困。它允许用于处理最短路径问题。为了解决最短路径问题,我们改进了经典的和声算法,在全局范围内寻求最优解。其次,采用动态优先级编码方案,根据谐波向量中变量对应节点的优先级值构造路径;通过对和谐存储库的迭代更新,最终得到最短路径。仿真实验表明,该算法在性能上优于粒子群算法和HS算法。
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