Ant Colony System with Sparse Pheromone

Mengfan Jin, Guangtao Fu, Tian-Hao Fa, Zhibin Huang, Zhiqiang Chu
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Abstract

Ant colony optimization algorithm is a typical meta-heuristic algorithm, which is widely used in various combinatorial optimization problems, but its high space complexity, which has become one of the main constraints affecting the application of ACO algorithm. The pheromone matrix is one of the major storage overheads. This paper based on the analysis of typical ant colony optimization algorithms, it is observed that the pheromone matrix of ACS has very strong sparseness. Therefore, SACS is proposed, whose pheromone matrix uses triplet sparse storage. In order to solve the problem of how to deal with the number of items of the initial allocated pheromone triplet and the new non-default pheromone update, this paper proposed the method based on the small fixed storage space with different replacement policies, those are, SACS-Max, SACS-Min, SACS-Rand. Many experiments show that this method basically eliminating the storage bottleneck of the pheromone matrix.
具有稀疏信息素的蚁群系统
蚁群优化算法是一种典型的元启发式算法,广泛应用于各种组合优化问题,但其较高的空间复杂度已成为影响蚁群算法应用的主要制约因素之一。信息素基质是主要的存储开销之一。本文通过对典型蚁群优化算法的分析,发现蚁群优化算法的信息素矩阵具有很强的稀疏性。为此,提出了信息素矩阵采用三元组稀疏存储的SACS算法。为了解决如何处理初始分配的信息素三元组的项目数和新的非默认信息素更新的问题,本文提出了基于小固定存储空间的方法,采用不同的替换策略,即SACS-Max、SACS-Min、SACS-Rand。大量实验表明,该方法基本消除了信息素矩阵的存储瓶颈。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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