Solving Shortest Capacitated Path Problem Using a Bi-Objective Heuristic Approach

C. Grosan, A. Abraham
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Abstract

The shortest capacitated path problem is a well known problem in the networking area, having a wide range of applications. In the shortest capacitated path problem, a traffic flow occurs from a source node to a destination node in a certain direction subject to a cost constraint. In this paper, a new approach for dealing with this problem is proposed. The proposed algorithm uses a special way to build valid solutions and an improvement technique to adjust the path. Some numerical experiments are performed using randomly generated networks having 25-200 nodes. Empirical results are compared with the results obtained using genetic algorithms which is an established technique for solving networking problems
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用双目标启发式方法求解最短能力路径问题
最短可容路径问题是网络领域中一个众所周知的问题,有着广泛的应用。在最短可容路径问题中,交通流在一定的成本约束下从源节点沿一定的方向到达目的节点。本文提出了一种处理这一问题的新方法。该算法采用一种特殊的构造有效解的方法和一种改进技术来调整路径。利用随机生成的25-200个节点的网络进行了一些数值实验。将实证结果与遗传算法的结果进行了比较,遗传算法是解决网络问题的一种成熟技术
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