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首页> 外文期刊>Applied Soft Computing >Robust brain magnetic resonance image segmentation using modified rough-fuzzy C-means with spatial constraints
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Robust brain magnetic resonance image segmentation using modified rough-fuzzy C-means with spatial constraints

机译:使用具有空间约束的改进的粗糙模糊C型方式强大的脑磁共振图像分割

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摘要

The structure of human brain is complicated, usually overlapping, uncertain, vague, and indiscernible in nature. Moreover, brain magnetic resonance images (MRI) often suffer from outliers, noise and other artifacts. To deal those issues in this article, a novel robust clustering algorithm rough-fuzzy C-means with spatial constraints (RFCMSC) for brain MRI segmentation is proposed. The judicious amalgamation of fuzzy set and rough set theory in the clustering can better handle the inherent vagueness, uncertainties, overlapping, and indiscernibility present in brain MRI, whereas the concept of spatial constraints (in the form of contextual information) allows the pixel labeling to be influenced by the immediate neighboring pixels to handle the noise and other artifacts. The proposed method is simulated with a variety of benchmark brain MRI datasets as well as with synthetic images with added noise. The algorithm is tested using overall accuracy, precision, recall, macro F-1, micro F-1 and Kappa. The superiority and robustness of the algorithm is justified from the experimental results in comparison to other counterpart clustering based segmentation methods on both benchmark brain MRI and synthetic images with and without noise. Paired t-test confirms the statistical significance of the results in favor the proposed method compared to other algorithms. (C) 2019 Elsevier B.V. All rights reserved.
机译:人类脑的结构很复杂,通常是重叠,不确定,含糊不清,并且本质上难以清晰。此外,脑磁共振图像(MRI)经常遭受异常值,噪音和其他伪影。为了在本文中处理这些问题,提出了一种具有用于脑MRI分割的空间约束(RFCMSC)的新颖的鲁棒聚类算法粗糙模糊C型算法。在聚类中模糊集和粗糙集理论的明智胺可以更好地处理脑MRI中存在的固有的模糊,不确定性,重叠和难以辨证,而空间限制的概念(以语境信息的形式)允许像素标记受到立即相邻像素的影响,以处理噪声和其他伪像。所提出的方法用各种基准脑MRI数据集模拟,以及具有添加噪声的合成图像。使用整体精度,精度,召回,宏F-1,Micro F-1和Kappa测试算法。算法的优越性和鲁棒性与实验结果有关,与基于基于基准脑MRI和且没有噪声的合成图像的基于基于基于基于对应的分割方法的实验结果。配对T检验证实了结果的统计学意义,并与其他算法相比,该方法有利于提出的方法。 (c)2019年Elsevier B.V.保留所有权利。

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