基于无监督学习特征的磁共振脑肿瘤分割方法

Khurram Ejaz, M. Rahim, U. I. Bajwa, N. Rana, A. Rehman
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引用次数: 14

摘要

从具有挑战性的数据集中分割复杂肿瘤的方法非常有效。MACCAI BRATS 2013-2017脑肿瘤数据集(FLAIR, T2)用于高级别胶质瘤(HGG)。由于该数据集强度均匀,对肿瘤进行分割具有一定的挑战性,并且难以将肿瘤边界与其他正常组织分离,因此我们的目标是对混合强度的肿瘤进行分割。它可以一步一步地完成。因此,图像的最大和最小强度已经被调整,因为需要突出肿瘤部分,然后阈值执行肿瘤区域定位,应用了统计特征(峰度,偏度,均值和方差),因此肿瘤部分变得更加可视化,但不能将肿瘤与边界分开,然后应用无监督聚类,如kmean,但它给出了硬脆度隶属度,许多肿瘤隶属度错过了纹理特征(相关性,能量,但由于对MRI进行高维处理,导致数据维数增加,强度受到干扰。如果在T2序列图像上结合FLAIR,那么我们应用FCM,结果是:肿瘤边界变得更加可视化,然后应用一个统计特征(峰度)和一个纹理特征(能量),因此肿瘤部分与其他组织分离,并且通过骰子重叠和Jaccard指数等比较参数检查了更好的分割准确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Unsupervised Learning with Feature Approach for Brain Tumor Segmentation Using Magnetic Resonance Imaging
Segmentation methods are so much efficient to segment complex tumor from challenging datasets. MACCAI BRATS 2013-2017 brain tumor dataset (FLAIR, T2) had been taken for high grade glioma (HGG). This data set is challenging to segment tumor due to homogenous intensity and difficult to separate tumor boundary from other normal tissues, so our goal is to segment tumor from mixed intensities. It can be accomplished step by step. Therefore image maximum and minimum intensities has been adjusted because need to highlight the tumor portion then thresholding perform to localize the tumor region, has applied statistical features(kurtosis, skewness, mean and variance) so tumor portion become more visualize but cann't separate tumor from boundary and then apply unsupervised clusters like kmean but it gives hard crisp membership and many tumor membership missed so texture features(Correlation, energy, homogeneity and contrast) with combination of Gabor filter has been applied but dimension of data increase and intensities became disturb due high dimension operation over MRI. Tumor boundary become more visualize if combine FLAIR over T2 sequence image then we apply FCM and result is: tumor boundaries become more visualized then applied one statistical feature (Kurtosis) and one texture feature(Energy) so tumor portion separate from other tissue and better segmentation accuracy have been checked with comparison parameters like dice overlap and Jaccard index.
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