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A clustering algorithm for fuzzy numbers based on fast search and find of density peaks

机译:基于快速搜索的模糊数量的聚类算法和密度峰值

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This paper made improvements on clustering by fast search and find of density peaks (CFSFDP) algorithm and extended this algorithm to fuzzy numbers (FNCFSFDP algorithm). Using FNCFSFDP algorithm, classical information included in the samples are extended to fuzzy sets, and fuzzy samples can be clustered by searching the density peak. Firstly, by means of error analysis, improved Euclidean distance between fuzzy numbers was defined, and some key parameters or operating quantities mainly including cutoff distance and Gaussian Kernel function of fuzzy samples were introduced in detail. Next, 76 random simulations in total were performed on four sets of samples under different conditions with different t values, different sample sizes, index numbers, cluster numbers and fetching rules. Moreover, Kappa coefficients in above simulations were calculated. Finally, both advantages and disadvantages of the proposed FNCFSFDP were concluded and some recommendations for improvement were put forward, which can provide insightful guidance for further investigations of fuzzy clustering algorithms on fuzzy sets.
机译:本文通过快速搜索和查找密度峰值(CFSFDP)算法并将该算法扩展到模糊数(FNCFSFDP算法)进行了改进。使用FNCFSFDP算法,包括在样本中的经典信息扩展到模糊集,并且可以通过搜索密度峰来聚类模糊样本。首先,通过误差分析,定义了模糊数之间的改进的欧几里德距离,并详细介绍了一些主要参数或主要包括模糊样品的截止距离和高斯核函数的关键参数或操作量。接下来,在具有不同T值的不同条件下的四组样本中进行76套随机仿真,不同的样本大小,索引号,簇数和获取规则。此外,计算了上述模拟中的kappa系数。最后,提出了拟议的FNCFSFDP的两个优点和缺点,提出了一些改进的建议,可以为模糊集合算法进一步调查模糊聚类算法提供有洞察力的指导。

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