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Comprehensive learning gravitational search algorithm for global optimization of multimodal functions

机译:全面学习重力搜索算法,实现多模函数的全局优化

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摘要

In this paper, a new comprehensive learning gravitational search algorithm (CLGSA) is proposed to enhance the performance of basic GSA. The proposed algorithm is a new kind of intelligent optimization algorithm which has better ability to choose good elements. An intensive comprehensive learning methodology is proposed to enrich the optimization ability of the GSA. The efficiency of the proposed algorithm was evaluated by 28 benchmark functions which have been proposed in IEEE-CEC 2013 sessions. The results are compared with eight state-of-the-art algorithms IPOP, BIPOP, NIPOP, NBIPOP, DE/rand, SPSRDEMMS, SPSO-2011 and GSA. A variety of ways are considered to examine the ability of the proposed technique in terms of convergence ability, success rate and statistical behavior of algorithm over dimensions 10, 30 and 50. Apart from experimental studies, theoretical stability of the proposed CLGSA is also proved. It was concluded that the proposed algorithm performed efficiently with good results.
机译:本文提出了一种新的综合学习重力搜索算法(CLGSA),以增强基础GSA的性能。该算法是一种新型智能优化算法,具有更好的选择良好元素的能力。提出了一种强化综合学习方法,以丰富GSA的优化能力。所提出的算法的效率是通过IEEE-CEC 2013年会的28个基准函数进行评估。结果与八种最先进的算法IPOP,Bipop,Nipop,Nbipop,De / Rand,Spsrdemms,Spso-2011和GSA进行了比较。各种方式被认为是在尺寸10,30和50上验收能力,成功率和算法的统计行为方面的各种方式。除了实验研究,还证明了所提出的CLGSA的理论稳定性。结论是,所提出的算法有效地表演了良好的效果。

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