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Gamma Knife treatment planning: MR brain tumor segmentation and volume measurement based on unsupervised Fuzzy C-Means clustering

机译:伽玛刀治疗计划:基于无监督模糊C均值聚类的MR脑肿瘤分割和体积测量

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Nowadays, radiation treatment is beginning to intensively use MRI thanks to its greater ability to discriminate healthy and diseased soft-tissues. Leksell Gamma Knife (R) is a radio-surgical device, used to treat different brain lesions, which are often inaccessible for conventional surgery, such as benign or malignant tumors. Currently, the target to be treated with radiation therapy is contoured with slice-by-slice manual segmentation on MR datasets. This approach makes the segmentation procedure time consuming and operator-dependent. The repeatability of the tumor boundary delineation may be ensured only by using automatic or semiautomatic methods, supporting clinicians in the treatment planning phase. This article proposes a semiautomatic segmentation method, based on the unsupervised Fuzzy C-Means clustering algorithm. Our approach helps segment the target and automatically calculates the lesion volume. To evaluate the performance of the proposed approach, segmentation tests on 15 MR datasets were performed, using both area-based and distance-based metrics, obtaining the following average values: Similarity Index=95.59%, Jaccard Index=91.86%, Sensitivity=97.39%, Specificity=94.30%, Mean Absolute Distance=0.246[pixels], Maximum Distance=1.050[pixels], and Hausdorff Distance=1.365[pixels]. (c) 2015 Wiley Periodicals, Inc. Int J Imaging Syst Technol, 25, 213-225, 2015
机译:如今,放射治疗由于能够更好地区分健康和患病的软组织而开始大量使用MRI。 Leksell Gamma Knife(R)是一种放射外科设备,用于治疗不同的脑部病变,对于传统的手术(如良性或恶性肿瘤)而言,这通常是无法达到的。当前,在MR数据集上通过逐段手动分割对放射治疗的目标进行轮廓绘制。这种方法使分割过程既耗时又取决于操作员。只能通过使用自动或半自动方法来确保肿瘤边界轮廓的可重复性,从而在治疗计划阶段为临床医生提供支持。本文提出了一种基于无监督的模糊C均值聚类算法的半自动分割方法。我们的方法有助于分割目标并自动计算病变体积。为了评估所提出方法的性能,使用基于区域和基于距离的指标对15个MR数据集进行了分割测试,得出以下平均值:相似指数= 95.59%,Jaccard指数= 91.86%,灵敏度= 97.39 %,特异性= 94.30%,平均绝对距离= 0.246 [像素],最大距离= 1.050 [像素],和Hausdorff距离= 1.365 [像素]。 (c)2015 Wiley Periodicals,Inc.国际影像技术学报,2015年第25期,第213-225页

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