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A New Method for Finding Clusters Embedded in Subspaces Applied to Medical Tomography Scan Image

机译:在应用于医学断层扫描图像的子空间中查找群集的一种新方法

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In this paper a new subspaces clustering algorithm is proposed. This method has two levels, the first one is an iterative algorithm based on the minimization of an objective function. The density is introduced in this objective function where the distances between points become relatively uniform in high dimensional spaces. In such cases, the density of cluster may give better results. The idea of the second level is to find the clusters in each subspace individually. We applied the proposed method to medical tomography scan image without Intravenous or IV contrast dye. Then we compare the results with the same image with IV contrast. However in some cases, there are risks associated with this injection, where the mortality risk Is low but not null. This method can reduce the use of this injection. Experimental results on synthetic and real datasets show that the proposed method gives good results in medical tomography image.
机译:本文提出了一种新的子空间集群算法。 该方法具有两个级别,第一个是基于目标函数的最小化的迭代算法。 在该目标函数中引入密度,其中点之间的距离在高尺寸空间中变得相对均匀。 在这种情况下,簇的密度可能会提供更好的结果。 第二级的想法是单独找到每个子空间中的群集。 我们将所提出的方法应用于没有静脉内或IV对比度染料的医学断层扫描扫描图像。 然后,我们将结果与IV对比度相同的图像进行比较。 然而,在某些情况下,存在与此注射相关的风险,其中死亡率风险低但不为空。 该方法可以减少这种注射的使用。 合成和实时数据集的实验结果表明,该方法在医学层析成像中提供了良好的结果。

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