脑MRI多光谱数据中低级别和高级别胶质瘤的分割

IF 0.3 Q4 COMPUTER SCIENCE, THEORY & METHODS Acta Universitatis Sapientiae Informatica Pub Date : 2018-08-01 DOI:10.2478/ausi-2018-0007
L. Szilágyi, David Iclanzan, Zoltán Kapás, Z. Szabó, Ágnes Győrfi, László Lefkovits
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引用次数: 17

摘要

每年有数十万人被诊断患有脑癌,大多数人在接下来的两年内死亡。早期诊断最容易提高患者的生存机会。这就是为什么迫切需要可靠的算法来检测早期胶质瘤的存在。虽然自动肿瘤检测算法可以支持大规模筛查系统,但肿瘤的精确分割可以帮助医务人员制定治疗计划和监测患者。本文提出了一种基于随机森林的程序,训练以分割多光谱体积MRI记录中的胶质瘤。除了四个观察到的特征外,该方案还使用了通过形态学操作和Gabor小波滤波提取的100个进一步的特征。设计了基于邻域的后处理来正则化和改进分类器的输出。采用MICCAI BRATS 2016训练数据库中的54个低分级肿瘤和220个高分级肿瘤分别进行训练和测试。对于这两个数据集,达到的准确性的特征是总体平均Dice评分> 83%,灵敏度> 85%,特异性> 98%。所提出的方法可能检测到所有大于10ml的胶质瘤。
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Low and high grade glioma segmentation in multispectral brain MRI data
Abstract Several hundreds of thousand humans are diagnosed with brain cancer every year, and the majority dies within the next two years. The chances of survival could be easiest improved by early diagnosis. This is why there is a strong need for reliable algorithms that can detect the presence of gliomas in their early stage. While an automatic tumor detection algorithm can support a mass screening system, the precise segmentation of the tumor can assist medical staff at therapy planning and patient monitoring. This paper presents a random forest based procedure trained to segment gliomas in multispectral volumetric MRI records. Beside the four observed features, the proposed solution uses 100 further features extracted via morphological operations and Gabor wavelet filtering. A neighborhood-based post-processing was designed to regularize and improve the output of the classifier. The proposed algorithm was trained and tested separately with the 54 low-grade and 220 high-grade tumor volumes of the MICCAI BRATS 2016 training database. For both data sets, the achieved accuracy is characterized by an overall mean Dice score > 83%, sensitivity > 85%, and specificity > 98%. The proposed method is likely to detect all gliomas larger than 10 mL.
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来源期刊
Acta Universitatis Sapientiae Informatica
Acta Universitatis Sapientiae Informatica COMPUTER SCIENCE, THEORY & METHODS-
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