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Poster evaluation of the level set method by using similarity criterion (KCC) for clustering and analysis of functional MRI data

机译:通过使用相似性标准(KCC)对功能MRI数据进行聚类和分析的相似性标准(KCC)的海报评估

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This paper aims at evaluating the fMRI analysis and data in order to detect the active regions of brain. We present a framework based on clustering by level set technique. The main idea in this approach is that voxels, in the active region, have similar time behavior. To detect the level of similarity between time series of neighboring voxels the Kendall's coefficient concordance (KCC) is used, which is the cause of the level set formulation speed function. Then a two-dimensional curve is defined on the surface, which is in accordance with the speed, forward evolution and propagation. The results of applying the level set method according to real and simulated data were compared according to General Linear Model (GLM) and analysis based on Multiple comparison error by Family Wise Error(FWE) method. one of the benefits of the level set method is that it does not need to detect preliminary clusters and also this method is expressed in a non-parametrical form and is flexible in changes of contours topology and has stable and appropriate results as well as the possibility of being developed from 2D to 3 dimensions. The study of the results and findings illustrates that utilizing both time and spatial data simultaneously provides better segmentation, than the Voxel-wise technique does. And the error rate, with the FWE method in high-noise images, has had a 13% decrease. It also exhibits higher stability against image noises. In this method, accuracy and correctness, compared with the GLM method, have risen by 8% and therefore; it can be regarded as an appropriate way to analyze the noisy data of fMRI.
机译:本文旨在评估FMRI分析和数据,以检测大脑的活动区域。我们通过级别集技术介绍了一个基于聚类的框架。这种方法中的主要思想是,活性区域的体素具有相似的时间行为。为了检测相邻体素的时间序列之间的相似性级别,使用KENDALL的系数协调(KCC),这是级别集合速度函数的原因。然后在表面上定义二维曲线,这是根据速度,前向演化和传播的表面。根据常规线性模型(GLM)进行比较了根据实际和模拟数据的级别集合方法的结果,并根据家庭明智误差(FWE)方法的多个比较误差进行分析。水平集方法的一个好处是它不需要检测初步簇,并且该方法也以非参数形式表示,并且在轮廓拓扑的变化中是灵活的,并且具有稳定和适当的结果以及可能性从2D到3个维度开发。结果和研究结果的研究说明,利用时间和空间数据同时提供更好的分割,而不是体素明智的技术。并且在高噪声图像中使用FWE方法的错误率已经减少了13%。它还展示了更高的图像噪音稳定性。在这种方法中,与GLM方法相比,准确性和正确性,增长了8%,因此;它可以被视为分析FMRI嘈杂数据的合适方法。

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