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基于空间邻域信息的二维模糊聚类图像分割
引用本文:余锦华,汪源源,施心陵.基于空间邻域信息的二维模糊聚类图像分割[J].光电工程,2007,34(4):114-119.
作者姓名:余锦华  汪源源  施心陵
作者单位:1. 复旦大学,电子工程系,上海,200433
2. 云南大学,电子工程系,云南,昆明,650091
基金项目:国家自然科学基金 , 国家重点基础研究发展计划(973计划)
摘    要:传统模糊C均值聚类(FCM)算法进行图像分割时仅利用了像素的灰度信息,并且使用对噪声较敏感的欧氏距离作为像素与聚类中心距离度量的标准,因此抗噪性能较差.为了克服传统FCM算法的局限性,本文提出了一种基于空间邻域信息的二维模糊聚类图像分割方法(2DFCM).该方法利用二维直方图描述的像素邻域关系属性,一方面为聚类提供较准确的初始聚类中心,从而避免聚类中的死点问题;另一方面通过提出聚类中心同时在像素值、像素邻域值二维方向上进行更新的思想,建立了包含邻域信息的新的聚类目标函数,实现了图像的分割.实验结果表明,这种方法抗噪能力强、收敛速度快,是一种有效的模糊聚类图像分割方法.

关 键 词:模糊C均值聚类  图像分割  邻域信息  距离度量  抗噪性能
文章编号:1003-501X(2007)04-0114-06
收稿时间:2006/5/23
修稿时间:2006-05-23

Image segmentation with two-dimension fuzzy cluster method based on spatial information
YU Jin-hua,WANG Yuan-yuan,SHI Xin-ling.Image segmentation with two-dimension fuzzy cluster method based on spatial information[J].Opto-Electronic Engineering,2007,34(4):114-119.
Authors:YU Jin-hua  WANG Yuan-yuan  SHI Xin-ling
Affiliation:1. Department of Electronic Engineering, Fudan University, Shanghai 200433, China; 2. Department of Electronic Engineering, Yunnan University, Kunming 650091, China
Abstract:With only pixel value information taken into account and non-robust Euclidean distance used as the distance measure standard, the classical Fuzzy C-means Clustering (FCM) algorithm lacks enough robustness in the image segmentation. In order to overcome the limitation of FCM, a novel Two-dimension Fuzzy Cluster Method (2DFCM) was proposed based on the spatial information. Here two-dimensional histograms were used for two purposes. First, more accurate original cluster centers were acquired, which could avoid poor clustering results caused by wrong original cluster centers. Second, a new idea was presented to update the cluster centers in pixel value and pixel neighboring value simultaneously, from which new objective functions were derived to realize the image segmentation. It is shown from the experiments that our proposed algorithm is more robust and faster in convergence.
Keywords:FCM  Image segmentation  Spatial information  Distance measure  Robustness
本文献已被 CNKI 维普 万方数据 等数据库收录!
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