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Intensity normalization in the analysis of functional DaTSCAN SPECT images: The alpha-stable distribution-based normalization method vs other approaches

机译:功能性DaTSCAN SPECT图像分析中的强度归一化:基于alpha稳定分布的归一化方法与其他方法

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This work is focused on the study of the different intensity normalization procedures available for the proper normalization of 3D functional brain images devoted to the early diagnosis of Parkinson's disease. This normalization step is essential, as it corresponds to the initial step in any subsequent computer-based analysis. There are particular features of the Parkinson's disease patterns in the functional brain Images. Although there are a variety of normalization methods available, these particular features provoke that, for Parkinson's disease brain image study, not all of the available normalization procedures present the same proper performance when they are applied. In this work, conventional intensity normalization approaches are considered, along with a novel normalization approach based on the a-stable distribution. All these normalization procedures are referred and their performance is compared. The experimentation and the evaluation results are both based on single-photon emission computed tomography (SPECT) brain images from real cases already diagnosed by expert clinicians. For the performance evaluation, two methods are considered: one based on nearest neighbors and the other related to exceeding a particular striatum activation threshold. In addition, the obtained results are validated by means of statistical analysis, applying the Kullback-Leibler divergence, the Euclidean distance and the Hellinger distance. (C) 2014 Elsevier B.V. All rights reserved.
机译:这项工作专注于研究不同强度的标准化程序,这些程序可用于致力于帕金森氏病早期诊断的3D功能脑图像的正确标准化。此归一化步骤至关重要,因为它对应于任何后续基于计算机的分析中的初始步骤。功能性大脑图像中有帕金森氏病模式的特殊特征。尽管可以使用多种归一化方法,但是这些特殊功能引起了帕金森氏病脑图像研究的应用,并不是所有可用的归一化程序在应用时都具有相同的适当性能。在这项工作中,考虑了传统的强度归一化方法,以及基于a稳定分布的新颖归一化方法。引用了所有这些规范化过程,并比较了它们的性能。实验和评估结果均基于单光子发射计算机断层扫描(SPECT)脑图像,这些图像来自专家临床医生已经诊断出的真实病例。对于性能评估,考虑了两种方法:一种基于最近的邻居,另一种与超过特定的纹状体激活阈值有关。另外,采用Kullback-Leibler散度,欧氏距离和Hellinger距离,通过统计分析对获得的结果进行验证。 (C)2014 Elsevier B.V.保留所有权利。

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