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The Cooperation of Candidate Solutions Vortex Search for Numerical Function Optimization

机译:候选解决方案涡旋搜索数值函数优化的合作

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This study presents the cooperation of candidate solutions vortex search called CVS that has been used for solving numerical function optimization. The main inspiration of CVS is that there have been some drawbacks of the Vortex Search (VS) algorithm. Although, the results from the proposal of VS are presented with a high ability but it could produce some drawbacks in updating the positions of vortex swarm. The VS used only single center generating the candidate solutions. The disadvantages happened when VS suffers from multi-modal problems that contain a number of local minima points. To overcome these drawbacks, the proposed CVS generated some cooperation of swarms which created from the diverse points. The experiments were conducted on 12 of benchmark functions. The capability of CVS was compared among the 5 algorithms: DE, GWO, MFO, VS and MVS. The results showed that CVS outperformed all of the comparisons of algorithms used.
机译:本研究介绍了候选解决方案涡旋搜索的合作,称为CVS,已用于解决数值函数优化。 CVS的主要灵感是涡流搜索(VS)算法存在一些缺点。虽然,VS提议的结果具有很高的能力,但它可以在更新涡旋群的位置来产生一些缺点。 VS仅使用单个中心生成候选解决方案。当VS遭受包含许多局部最小值的多模态问题时发生的缺点。为了克服这些缺点,拟议的CVS产生了从各种各样的点创造的群体的一些合作。实验是在12个基准函数中进行的。 CVS的能力在5种算法中进行了比较:DE,GWO,MFO,VS和MVS。结果表明,CVS优于所使用的算法的所有比较。

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