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An improved chaotic fruit fly optimization based on a mutation strategy for simultaneous feature selection and parameter optimization for SVM and its applications

机译:改进的基于变异策略的混沌果蝇优化支持向量机同时特征选择和参数优化及其应用

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摘要

This paper proposes a new support vector machine (SVM) optimization scheme based on an improved chaotic fly optimization algorithm (FOA) with a mutation strategy to simultaneously perform parameter setting turning for the SVM and feature selection. In the improved FOA, the chaotic particle initializes the fruit fly swarm location and replaces the expression of distance for the fruit fly to find the food source. However, the proposed mutation strategy uses two distinct generative mechanisms for new food sources at the osphresis phase, allowing the algorithm procedure to search for the optimal solution in both the whole solution space and within the local solution space containing the fruit fly swarm location. In an evaluation based on a group of ten benchmark problems, the proposed algorithm’s performance is compared with that of other well-known algorithms, and the results support the superiority of the proposed algorithm. Moreover, this algorithm is successfully applied in a SVM to perform both parameter setting turning for the SVM and feature selection to solve real-world classification problems. This method is called chaotic fruit fly optimization algorithm (CIFOA)-SVM and has been shown to be a more robust and effective optimization method than other well-known methods, particularly in terms of solving the medical diagnosis problem and the credit card problem.
机译:本文提出了一种基于改进的混沌飞行优化算法(FOA)的新支持向量机(SVM)优化方案,该算法具有变异策略,可以同时为SVM和特征选择进行参数设置。在改进的FOA中,混沌粒子初始化了果蝇群的位置,并替换了果蝇寻找食物来源的距离表达。但是,拟议的突变策略在渗透期使用了两种不同的生成机制来寻找新的食物来源,从而允许算法程序在整个求解空间以及包含果蝇群位置的局部求解空间内搜索最优解。在基于一组十个基准问题的评估中,将该算法的性能与其他知名算法的性能进行了比较,结果证明了该算法的优越性。此外,该算法已成功应用于SVM中,以执行SVM的参数设置转换和特征选择,以解决现实世界中的分类问题。这种方法被称为混沌果蝇优化算法(CIFOA)-SVM,并且已被证明是一种比其他众所周知的方法更加健壮和有效的优化方法,尤其是在解决医疗诊断问题和信用卡问题方面。

著录项

  • 期刊名称 other
  • 作者

    Fei Ye; Xin Yuan Lou; Lin Fu Sun;

  • 作者单位
  • 年(卷),期 -1(12),4
  • 年度 -1
  • 页码 e0173516
  • 总页数 36
  • 原文格式 PDF
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