A New Fuzzy Clustering Algorithm Using Uncertainty-based Entropy for Brain MR Image Segmentation

Nabanita Mahata, Riya Patra, Sayan Kahali, J. Sing
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引用次数: 1

Abstract

In this paper, we propose a new fuzzy clustering algorithm using uncertainty-based entropy for brain MR image segmentation. To overcome this problem, we introduce an uncertainty measure, which defines a degree of improbable of a pixel for becoming a member of a cluster. In addition, we use this uncertainty measure to calculate the entropy for a particular pixel. The pixels in the tissue boundaries have higher entropy as the region is blurred due to noise and intensity inhomogeneity. Finally, a similarity measure, which is characterized by a Gaussian density function, is integrated both with this uncertainty measure and the fuzzy membership function. We suitable formulate the objective function of the proposed algorithm by integrating the above parameters; thereby addressing the limitations of the standard fuzzy c-means (FCM) clustering algorithm. The simulation results of the proposed algorithm suggest that it is suitable for segmentation of brain MR images, especially in the presence of high percentage of noise and intensity inhomogeneity and even superior to some of the state-of-the art methods.
一种基于不确定性熵的模糊聚类脑磁共振图像分割新算法
本文提出了一种新的基于不确定性熵的模糊聚类算法用于脑磁共振图像分割。为了克服这个问题,我们引入了一个不确定性度量,它定义了一个像素成为集群成员的不可能程度。此外,我们使用这种不确定性度量来计算特定像素的熵。在组织边界像素具有较高的熵,因为该区域是模糊的,由于噪声和强度不均匀性。最后,将该不确定性测度与模糊隶属度函数相结合,得到一个以高斯密度函数为特征的相似测度。通过对上述参数的积分,我们恰当地表述了所提算法的目标函数;从而解决了标准模糊c均值(FCM)聚类算法的局限性。仿真结果表明,该算法适用于脑磁共振图像的分割,特别是在存在高噪声和强度不均匀性的情况下,甚至优于一些最先进的方法。
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