计算机科学
群体行为
数学优化
水准点(测量)
导线
算法
趋同(经济学)
普遍性(动力系统)
计算
粒子群优化
限制
群体智能
最优化问题
人工智能
数学
机械工程
物理
量子力学
工程类
经济
经济增长
地理
大地测量学
作者
Yiwen Zhang,Guangming Cui,Erzhou Zhu,Qiang He
标识
DOI:10.1142/s0218213016500329
摘要
With the development of intelligent computation technology, the intelligent evolution algorithms have been widely applied to solve optimization problem in the real world. As a novel evolution algorithm, fruit fly optimization algorithm (FOA) has the advantages of simple operation and high efficiency. However, FOA also has some disadvantages, such as trapping into local optimal solution easily, failing to traverse the problem domain and limiting the universality. In order to cope with the disadvantages of FOA while retain it merits, this paper proposes AFOA, an adaptive fruit fly optimization algorithm. AFOA adjusts the swarm range parameter V dynamically and adaptively according to the historical memory of each iteration of the swarm, and adopts the more accurate elitist strategy, which is therefore very effective in both accelerating the convergence of the swarm to the global optimal front and maintaining diversity of the solutions. The convergence of the algorithm is firstly analyzed theoretically, and then 14 benchmark functions with different characteristics are executed to compare the performance among AFOA, PSO, FOA, and LGMS-FOA. The experimental results have shown that, AFOA algorithm is a new algorithm with global optimizing capability and high universality.
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