计算机科学 ›› 2013, Vol. 40 ›› Issue (6): 247-251.

• 人工智能 • 上一篇    下一篇

基于极值优化策略的改进的人工蜂群算法

葛宇,梁静,王学平   

  1. 四川师范大学基础教学学院 成都610068;成都工业学院网络中心 成都610031;四川师范大学数学与软件科学学院 成都 610068
  • 出版日期:2018-11-16 发布日期:2018-11-16
  • 基金资助:
    本文受四川省教育厅项目(12ZB112)资助

Improved Artificial Bee Colony Algorithms Based on Extremal Optimization Strategy

GE Yu,LIANG Jing and WANG Xue-ping   

  • Online:2018-11-16 Published:2018-11-16

摘要: 为提高人工蜂群算法在求解优化问题中的性能,结合极值优化策略提出一种改进的人工蜂群算法。改进算法基于极值优化策略高效率的寻优机制重新设计了原算法中跟随蜂的局部搜索方案,并具体给出了新方案的组元变异算子和最差组元判定规则。通过对优化问题中8个典型测试函数的仿真实验表明,与基本人工蜂群算法和已有的典型改进算法相比,改进算法在寻优精度和收敛速度上均有明显提高,在优化问题求解中体现出较强的寻优能力。

关键词: 人工蜂群算法,极值优化策略,搜索方案,局部搜索

Abstract: In order to enhance the performance of artificial bee colony algorithm in solving optimization problems,this paper proposed an improved artificial bee colony algorithm.The improved algorithm redesigns local search scheme of onlook bees based on evolution method of extremal optimization strategy,and implements operators of component mutations,formulates rules of worst component judgment.The simulation results of eight typical functions of optimization problems show that the proposed algorithm can attain significant improvement on accuracy and convergent speed,has a better solution capability,compared with the basic artificial bee colony algorithm and known improved algorithm.

Key words: Artificial bee colony algorithm,Extremal optimization strategy,Search scheme,Local search

[2] Karaboga D,Basturk B.On the performance of artificial bee colo-ny(ABC) algorithm[J].Applied Soft Computing,2008,8(1):687-697
[3] Irani R,Nasimi R.Application of artificial bee colony-based neural network in bottom hole pressure prediction in underbalanced drilling[J].Journal of Petroleum Science and Engineering,2011,8(1):6-12
[4] Horng M H.Multilevel thresholding selection based on the artificial bee colony algorithm for image segmentation[J].Expert Systems with Application,2011,38(11):13785-13791
[5] ztürk C,Karabǒga D,Grkemli B.Artificial bee colony algorithm for dynamic deployment of wireless sensor networks[J].Turkish Journal of Electrical Engineering and Computer Sciences,2012,0(2):1-8
[6] 罗钧,李研.具有混沌搜索策略的蜂群优化算法[J].控制与决策,2010,5(12):1913-1916
[7] 文献
[8] 文献
[9] 文献
[10] f11.31E-842.99E-162.65E-155.21E-161.26E-33 f46.75E-4---2.5E-1 f502.70E-161.22E-157.40E-177.22E-17 f6004.95E-1001.37E-16 f78.88E-162.94E-142.41E-82.96E-143.41E-13 f87.85E-63.82E-46.04E+2--结束语 本文改进人工蜂群算法,在对算法分析的基础上,指出跟随蜂搜索方案的不足,基于极值优化策略重新设计了跟随蜂搜索方案,并具体实现了新搜索方案下跟随蜂的组元变异算子和最差组元判定规则。实验结果表明,本文改进方法通过提高跟随蜂的搜索效率,有效避免了算法停滞,使算法的收敛速度和求解精度得到了提高,是一种简单高效的改进方法。 Karaboga D.An idea based on honey bee swarm for numerical optimization[R].Kayseri:Erciyes University,2005[2]Karaboga D,Basturk B.On the performance of artificial bee colo-ny(ABC) algorithm[J].Applied Soft Computing,2008,8(1):687-697[3]Irani R,Nasimi R.Application of artificial bee colony-based neural network in bottom hole pressure prediction in underbalanced drilling[J].Journal of Petroleum Science and Engineering,2011,8(1):6-12[4]Horng M H.Multilevel thresholding selection based on the artificial bee colony algorithm for image segmentation[J].Expert Systems with Application,2011,38(11):13785-13791[5]ztürk C,Karabǒga D,Grkemli B.Artificial bee colony algorithm for dynamic deployment of wireless sensor networks[J].Turkish Journal of Electrical Engineering and Computer Sciences,2012,0(2):1-8[6]罗钧,李研.具有混沌搜索策略的蜂群优化算法[J].控制与决策,2010,5(12):1913-1916[7]Wu Bin,Fan Shu-hai.Improved artificial bee colony algorithm with chaos[A]∥Computer Science for Environmental Enginee-ring and Ecoinformatics,2011[C].Berlin:Springer,2011:51-56[8]Rajasekhar A,Abraham A,Pant M.Levy mutated artificial bee colony algorithm for global optimization[A]∥IEEE International Cnference on Systems,Man and Cybernetics,2011[C].Anchorage:IEEE,2011:655-662[9]Guo Peng,Cheng Wen-ming,Liang Jian.Global artificial bee co-lony search algorithm for numerical function optimization[A]∥7th International Conference on Natural Computation,2011[C].Shanghai:IEEE,2011:1280-1283[10]暴励,曾建潮.一种双种群差分蜂群算法[J].控制理论与应用,2011,8(2):266-272
[11] Boettcher S,Percus A G.Extremal optimization:Methods de-rived from co-evolution[C]∥Proc.of the Genetic and Evolutiona-ry Computation Conf.San Francisco:Morgan Kaufmann.1999:825-832
[12] 齐洁,汪定伟.极值优化算法综述[J].控制与决策,2007,2(10):1081-1090
[13] 陈泯融.基于极值动力学的优化方法及其应用研究[D].上海:上海交通大学,2008
[14] 骆剑平,陈泯融.混合蛙跳算法及其改进算法的混合轨迹及收敛性分析[J].信号处理,2010,6(9):1428-1433

No related articles found!
Viewed
Full text


Abstract

Cited

  Shared   
  Discussed   
No Suggested Reading articles found!