A novel model of fuzzy clustering, i.e. an allied fuzzy c means (AFCM) model is proposed based on the combination of advantages of fuzzy c means (FCM) and possibilistic c means (PCM) clustering. PCM is sensitive...A novel model of fuzzy clustering, i.e. an allied fuzzy c means (AFCM) model is proposed based on the combination of advantages of fuzzy c means (FCM) and possibilistic c means (PCM) clustering. PCM is sensitive to initializations and often generates coincident clusters. AFCM overcomes this shortcoming and it is an ex tension of PCM. Membership and typicality values can be simultaneously produced in AFCM. Experimental re- suits show that noise data can be well processed, coincident clusters are avoided and clustering accuracy is better.展开更多
针对支持向量数据描述(Support Vector Data Description,SVDD)的训练集中同时含有正常点和离群点的问题,为降低离群点对SVDD训练模型的不利影响,提出了一种基于单簇核可能性C-均值的SVDD离群点检测算法.本文算法通过单簇核聚类获得每...针对支持向量数据描述(Support Vector Data Description,SVDD)的训练集中同时含有正常点和离群点的问题,为降低离群点对SVDD训练模型的不利影响,提出了一种基于单簇核可能性C-均值的SVDD离群点检测算法.本文算法通过单簇核聚类获得每个样本属于正常类的隶属度,将其作为每个样本属于目标类的置信度.将样本置信度引入到SVDD训练模型中,减弱低置信度样本在建立决策边界中的作用.实验表明,与已有的相关方法相比,本文方法能够显著改善SVDD的离群点检测效果.展开更多
文摘A novel model of fuzzy clustering, i.e. an allied fuzzy c means (AFCM) model is proposed based on the combination of advantages of fuzzy c means (FCM) and possibilistic c means (PCM) clustering. PCM is sensitive to initializations and often generates coincident clusters. AFCM overcomes this shortcoming and it is an ex tension of PCM. Membership and typicality values can be simultaneously produced in AFCM. Experimental re- suits show that noise data can be well processed, coincident clusters are avoided and clustering accuracy is better.
文摘针对支持向量数据描述(Support Vector Data Description,SVDD)的训练集中同时含有正常点和离群点的问题,为降低离群点对SVDD训练模型的不利影响,提出了一种基于单簇核可能性C-均值的SVDD离群点检测算法.本文算法通过单簇核聚类获得每个样本属于正常类的隶属度,将其作为每个样本属于目标类的置信度.将样本置信度引入到SVDD训练模型中,减弱低置信度样本在建立决策边界中的作用.实验表明,与已有的相关方法相比,本文方法能够显著改善SVDD的离群点检测效果.