连续域的蚁群优化

Ping Guo, Lin Zhu
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引用次数: 162

摘要

蚁群算法已成功地用于求解离散问题。然而,它的离散性限制了它在连续领域的应用。本文介绍了求解连续域的两种蚁群算法。第一种方法借鉴了蚁群算法在离散空间中的思想,需要将连续空间划分为若干个区域,并在每个离散区域上分配信息素,蚂蚁依靠信息素构建路径并最终找到解。与第一种方法相比,第二种方法采用正态分布模拟信息素在定义域的分布,与第一种方法有本质区别。为了提高这两种算法的求解能力,将使用模式搜索方法。在一组测试函数上的实验结果表明,这两种算法都能很好地获得连续域的解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Ant colony optimization for continuous domains
The ant colony algorithm has been successfully used to solve discrete problems. However, its discrete nature restricts applications to the continuous domains. In this paper, we introduce two methods of ACO for solving continuous domains. The first method references the thought of ACO in discrete space and need to divide continuous space into several regions and the pheromone is assigned on each region discrete, the ants depend on the pheromone to construct the path and find the solution finally. Compared with the first method, the second one which the distribution of pheromone in definition domain is simulated with normal distribution has essential difference to the first one. In order to improve the solving ability of those two algorithms, the pattern search method will be used. Experimental results on a set of test functions show that those two algorithms can obtain the solution in continuous domains well.
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