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Novel quantum inspired approaches for automatic clustering of gray level images using Particle Swarm Optimization, Spider Monkey Optimization and Ageist Spider Monkey Optimization algorithms

机译:使用粒子群优化,蜘蛛猴优化和年龄蜘蛛猴优化算法自动聚类灰度图像自动聚类方法

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This paper is intended to identify the optimal number of clusters automatically from an image dataset using some quantum behaved nature inspired meta-heuristic algorithms. Due to the lack of sufficient information, it is difficult to identify the appropriate number of clusters from a dataset, which has enthused the researchers to solve the problem of automatic clustering and to open up a new era of cluster analysis with the help of several natures inspired meta-heuristic algorithms. In this paper, three quantum inspired meta-heuristic techniques, viz., Quantum Inspired Particle Swarm Optimization (QIPSO), Quantum Inspired Spider Monkey Optimization (QISMO) and Quantum Inspired Ageist Spider Monkey Optimization (QIASMO), have been proposed. A comparison has been outlined between the quantum inspired algorithms with their corresponding classical counterparts. The efficiency of the quantum inspired algorithms has been established over their corresponding classical counterparts with regards to fitness, mean, standard deviation, standard errors of fitness, convergence curves (for benchmarked mathematical functions) and computational time. Finally, the results of two statistical superiority tests, viz., t- test and Friedman test have been provided to prove the superiority of the proposed methods. The superiority of the proposed methods has been established on five publicly available real life image datasets, five Berkeley image datasets of different dimensions and four benchmark mathematical functions both visually and quantitatively. (C) 2019 Elsevier B.V. All rights reserved.
机译:本文旨在使用一些量子表现性质启发的元启发式算法来识别从图像数据集自动识别最佳群集数。由于缺乏足够的信息,很难识别来自数据集的适当数量的集群,这使得研究人员能够解决自动聚类问题,并在几个自然的帮助下开辟集群分析的新时代灵感荟萃启发式算法。在本文中,已经提出了三种量子灵感的元启发式技术,Viz,量子启发粒子群优化(QIPSO),量子启发蜘蛛猴优化(QiSmo)和量子启发史蜘蛛猴优化(Qiasmo)。 Quantum Inspired算法与其相应的经典对应物之间概述了比较。已经在适应性,平均值,标准偏差,适应性的标准误差,收敛曲线(用于基准数学函数)和计算时间的相应经典对应上建立了量子启发算法的效率。最后,已经提供了两个统计优势测试的结果,并提供了T-测试和弗里德曼测试以证明所提出的方法的优越性。已经在五个公开的现实生活图像数据集中建立了所提出的方法的优越性,不同尺寸的五个伯克利图像数据集和视觉上和定量的四个基准数学函数。 (c)2019年Elsevier B.V.保留所有权利。

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