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A New Approach of Data Clustering Using Quantum Inspired Particle Swarm Optimization Based Fuzzy c-means

机译:基于量子的模糊C型算法的Quantum激发粒子群优化的数据聚类方法

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In this article, a Quantum inspired Particle swarm optimization (QtPSO) based Fuzzy c-means algorithm is proposed to cluster multidimensional data. Sometimes, fuzzy c-means used to get stuck at local minima due to the improper selection of cluster centers initially. To sort out the drawback, the intended QtPSO algorithm is applied to generate the cluster centers for a dataset. The effectivity of quantum computing is melted with the well known PSO algorithm. For designing this proposed algorithm, the feature of qubit is applied in association with particle swarm optimization. The proposed algorithm has been compared rigorously with the conventional fuzzy c-means algorithm and modified quantum-inspired particle swarm optimization algorithm (MQPSO) on four well known dataset. The superiority of the proposed algorithm is demonstrated on the basis of two standard cluster evaluation criteria, min value, max value, mean Value, median Value, standard deviation and best convergence times, mean convergence times and one statistical significance test, called Kruskal-Wallis H-test for different levels of clustering.
机译:在本文中,提出了一种基于量子的粒子群优化(QTPSO)的模糊C-均值算法,用于集群多维数据。有时,由于最初的聚类中心的选择不当,模糊C-mease用于陷入局部最小值。要整理缺点,应用了预期的QTPSO算法以生成数据集的集群中心。量子计算的有效性与众所周知的PSO算法融化。为了设计该算法,Qubit的特征与粒子群优化相关联地应用。在传统的模糊C型算法和修改的量子启发粒子群优化算法(MQPSO)上,已经严格地比较了所提出的算法在四个众所周知的数据集中。基于两个标准集群评估标准,MIN值,最大值,平均值,中值,标准偏差和最佳收敛时间,平均收敛时间和一个统计显着性测试,叫做Kruskal-Wallis的算法H-Test达到不同级别的聚类。

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