结合环形和椭圆形聚类算法的模糊图像分割

Mohammed Ameer Ali, L. Dooley, G. Karmakar
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引用次数: 8

摘要

任何现有的用于分割的聚类算法的结果都对限制其泛化的特征高度敏感。形状是物体的一个重要属性。利用模糊环形聚类(FKR)和椭圆环形聚类(FKE)对目标进行检测和分离的方法已有文献。然而,并不是所有的真实物体都是环形或椭圆形的,因此为了解决这些问题,本文通过合并FKR和FKE的初始分割结果,引入了一种新的基于形状的算法,称为模糊图像分割结合环形和椭圆形聚类算法(FCRE)。通过连通性和模糊c均值(FCM),结合像素强度和归一化像素位置,实现未分类像素的分布。对不同类型图像的定性和定量分析结果都证明了fre算法相对于FKR和FKE算法的优越性。
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Fuzzy image segmentation combining ring and elliptic shaped clustering algorithms
Results from any existing clustering algorithm that are used for segmentation are highly sensitive to features that limit their generalization. Shape is one important attribute of an object. The detection and separation of an object using fuzzy ring-shaped clustering (FKR) and elliptic ring-shaped clustering (FKE) already exists in the literature. Not all real objects however, are ring or elliptical in shape, so to address these issues, this paper introduces a new shape-based algorithm, called fuzzy image segmentation combining ring and elliptic shaped clustering algorithms (FCRE) by merging the initial segmented results produced by FKR and FKE. The distribution of unclassified pixels is performed by connectedness and fuzzy c-means (FCM) using a combination of pixel intensity and normalized pixel location. Both qualitative and quantitative analysis of the results for different varieties of images proves the superiority of the proposed FCRE algorithm compared with both FKR and FKE.
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