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An improved ant colony algorithm with soldier ants

机译:一种改进的蚁群蚁群算法

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摘要

In the traveling Salesman Problem (TSP) research, the global search capability, convergence speed and robustness have become the hot issues. The ant colony algorithm is often used to solve TSP. The paper presents an improved algorithm based on the basic ant colony algorithm. In order to avoid convergence premature, the algorithm introduces the concept of soldier ants. So the algorithm is called as Soldier Ants Ant Colony Algorithm. It is abbreviated as SAACA in the paper. There are two species ants that are soldier ants and ordinary ants in SAACA. They are inspired by different factors in the search. The distribution of soldier ants will affect the movement of ordinary ants, and the attraction for ordinary ants decreased on the location where soldier ants have. Thus the algorithm has stronger global search capability. In the paper the SAACA is used to solve TSP. The ratio of two kinds of ants on the initial moment is determined by the experiment. Experimental results show that the number of iterations of the algorithm reduces several times or even ten times more than the basic ant colony algorithm. Besides this algorithm has stronger robustness.
机译:在旅行商问题(TSP)研究中,全局搜索能力,收敛速度和鲁棒性已成为热门问题。蚁群算法通常用于求解TSP。本文提出了一种基于基本蚁群算法的改进算法。为了避免收敛过早,该算法引入了兵蚁的概念。因此该算法称为士兵蚂蚁蚁群算法。在本文中简称为SAACA。 SAACA中有两种蚂蚁,分别是士兵蚂蚁和普通蚂蚁。他们受到搜索中不同因素的启发。军蚁的分布会影响普通蚂蚁的活动,而普通蚂蚁的吸引力在士兵蚂蚁所在的位置会降低。因此该算法具有更强的全局搜索能力。在本文中,SAACA用于解决TSP。通过实验确定了两种蚂蚁在初始时刻的比例。实验结果表明,该算法的迭代次数比基本蚁群算法减少了几倍甚至十倍。此外该算法具有更强的鲁棒性。

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