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Ant colony optimization for the cell assignment problem in PCS networks

机译:PCS网络中小区分配问题的蚁群优化

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Even though significant improvement to communications infrastructure has been attained in the personal communication service industry, the issues concerning the assignment of cells to switches in order to minimize the cabling and handoff costs in a reasonable time remain challenging and need to be solved. In this paper, we propose an algorithm based upon the Ant Colony Optimization (ACO) approach to solve the cell assignment problem, which is known to be N P-hard. ACO is a metaheuristic inspired by the foraging behavior of ant colonies. We model the cell assignment problem as a form of matching problem in a weighted directed bipartite graph so that our artificial ants can construct paths that correspond to feasible solutions on the graph. We explore and analyze the behavior of the ants by examining the computational results of our ACO algorithm under different parameter settings. The performances of the ACO algorithm and several heuristics and metaheuristics known in the literature are also empirically studied. Experimental results demonstrate that the proposed ACO algorithm is an effective and competitive approach in composing fairly satisfactory results with respect to solution quality and execution time for the cell assignment problem as compared with most existing heuristics or metaheuristics.
机译:尽管在个人通信服务行业中已经实现了对通信基础设施的显着改善,但是关于在合理的时间内将信元分配给交换机以最小化布线和切换成本的问题仍然具有挑战性,需要解决。在本文中,我们提出了一种基于蚁群优化(ACO)方法的算法来解决细胞分配问题,即N P-hard。 ACO是一种元启发法,受蚁群的觅食行为启发。我们在加权有向二分图中将单元分配问题建模为匹配问题的一种形式,以便我们的人工蚂蚁可以构造与图上可行解相对应的路径。通过检查我们的ACO算法在不同参数设置下的计算结果,我们探索并分析了蚂蚁的行为。还对ACO算法的性能以及文献中已知的几种启发式和元启发式进行了研究。实验结果表明,与大多数现有的启发式方法或元启发式方法相比,所提出的ACO算法在针对单元分配问题的解决方案质量和执行时间组成相当令人满意的结果方面是一种有效的竞争方法。

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