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基于 Neutrosophic-Entropy 的聚类算法(NEBCA)与 HSV 颜色系统:帕金森病(PD)磁共振图像分割的特殊应用。

A neutrosophic-entropy based clustering algorithm (NEBCA) with HSV color system: A special application in segmentation of Parkinson's disease (PD) MR images.

机构信息

Department of Electrical Engineering, National Taipei University of Technology, Taipei 10608, Taiwan; Smt. Chandaben Mohanbhai Patel Institute of Computer Applications, CHARUSAT Campus, Changa, Anand 388421, Gujarat, India.

出版信息

Comput Methods Programs Biomed. 2020 Jun;189:105317. doi: 10.1016/j.cmpb.2020.105317. Epub 2020 Jan 14.

Abstract

BACKGROUND AND OBJECTIVES

Brain MR images consist of three major regions: gray matter, white matter and cerebrospinal fluid. Medical experts make decisions on different serious diseases by evaluating the developments in these areas. One of the significant approaches used in analyzing the MR images were segmenting the regions. However, their segmentation suffers from two major problems as: (a) the boundaries of their gray matter and white matter regions are ambiguous in nature, and (b) their regions are formed with unclear inhomogeneous gray structures. For these reasons, diagnosis of critical diseases is often very difficult.

METHODS

This study presented a new method for MR image segmentation, which consisted of two main parts as: (a) neutrosophic-entropy based clustering algorithm (NEBCA), and (b) HSV color system. The NEBCA's role in this study was to perform segmentation of MR regions, while HSV color system was used to provide better visual representation of features in segmented regions.

RESULTS

Application of the proposed method was demonstrated in 30 different MR images of Parkinson's disease (PD). Experimental results were presented individually for the NEBCA and HSV color system. The performance of the proposed method was evaluated in terms of statistical metrics used in an image segmentation domain. Experimental results, including statistical analysis reflected the efficiency of the proposed method over the existing well-known image segmentation methods available in literature. For the proposed method and existing methods, the average CPU time (in nanosecond) was computed and it was found that the proposed method consumed less time to segment MR images.

CONCLUSION

The proposed method can effectively segment different regions of MR images and can very clearly represent those segmented regions.

摘要

背景与目的

脑磁共振图像由三个主要区域组成:灰质、白质和脑脊液。医学专家通过评估这些区域的发展情况来做出不同严重疾病的决策。在分析磁共振图像时,使用的一种重要方法是对这些区域进行分割。然而,它们的分割存在两个主要问题:(a)灰质和白质区域的边界性质上不明确,(b)它们的区域由不均匀的灰度结构形成。由于这些原因,对危急疾病的诊断往往非常困难。

方法

本研究提出了一种新的磁共振图像分割方法,该方法由两个主要部分组成:(a)基于 Neutrosophic-Entropy 的聚类算法(NEBCA),(b)HSV 颜色系统。在这项研究中,NEBCA 的作用是对磁共振区域进行分割,而 HSV 颜色系统用于提供分割区域中特征的更好的视觉表示。

结果

该方法在 30 个不同的帕金森病(PD)磁共振图像中进行了应用。分别为 NEBCA 和 HSV 颜色系统展示了实验结果。该方法的性能根据图像分割领域中使用的统计指标进行评估。实验结果,包括统计分析,反映了该方法相对于文献中现有的著名图像分割方法的效率。对于所提出的方法和现有方法,计算了平均 CPU 时间(以纳秒为单位),发现所提出的方法分割磁共振图像所需的时间更少。

结论

该方法可以有效地分割磁共振图像的不同区域,并可以非常清晰地表示那些分割的区域。

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