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An extension of possibilistic fuzzy c-means with regularization

机译:带正则化的可能模糊c均值的扩展

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Fuzzy c-means (FCM) and possibilistic c-means (PCM) are the two most well-known clustering algorithms in fuzzy clustering area, and have been applied in many areas with their original or modified forms. However, FCM's noise sensitivity problem and PCM's overlapping cluster problem are also well known. Recently there have been several attempts to combine both of them to mitigate these problems and possibilistic fuzzy c-means (PFCM) showed promising results. In this paper, we propose a modified PFCM using regularization to reduce noise sensitivity in PFCM further. Regularization is a well-known technique to make a solution space smooth and an algorithm noise insensitive. The proposed algorithm, PFCM with regularization (PFCM-R), takes advantage of regularization and further reduce the effect of noise. Experimental results are given and show that PFCM-R is better than existing methods in noisy conditions.
机译:模糊c均值(FCM)和可能c均值(PCM)是模糊聚类领域中最著名的两种聚类算法,并且已以其原始形式或修改形式应用于许多领域。但是,FCM的噪声敏感性问题和PCM的重叠簇问题也是众所周知的。近来,已经进行了几种尝试来将它们两者结合以减轻这些问题,并且可能的模糊c均值(PFCM)显示了令人鼓舞的结果。在本文中,我们提出了一种使用正则化的改进型PFCM,以进一步降低PFCM中的噪声敏感性。正则化是使解决方案空间平滑且算法对噪声不敏感的一种众所周知的技术。所提出的算法,带正则化的PFCM(PFCM-R),利用了正则化的优势,进一步降低了噪声的影响。实验结果表明,在噪声环境下,PFCM-R优于现有方法。

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