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A vectorial image classification method based on neighborhood weighted Gaussian mixture model

机译:基于邻域加权高斯混合模型的矢量图像分类方法

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摘要

The CT uroscan contains three to four timespaced acquisitions of the same patient. Registration of these acquisitions forms a vectorial volume, which contains a more complete anatomical information. In order to outline the anatomical structures, multi-dimensional classification is necessary for analyzing this vectorial volume. Because of the partial volume effect (PVE), probability distributions are assigned to the different material types within this vectorial volume instead of a definite material distribution. Gaussian mixture model is often used in probability classification problems to model such distributions, but it relies only on the intensity distributions, which will lead a misclassification on the boundaries and inhomogeneous regions with noises. In order to solve this problem, a neighborhood weighted Gaussian mixture model is proposed in this paper. Expectation Maximization algorithm is used as optimization method. The experiments demonstrate that the proposed method can get a better classification result and less affected by the noise.
机译:CT uroscan包含同一患者的三到四个时间间隔的采集。这些采集的配准形成矢量卷,其中包含更完整的解剖信息。为了概述解剖结构,多维分类对于分析该矢量体积是必需的。由于部分体积效应(PVE),概率分布被分配给该矢量体积内的不同材料类型,而不是确定的材料分布。高斯混合模型通常用于概率分类问题中,以对这种分布进行建模,但是它仅依赖于强度分布,这将导致边界和带有噪声的不均匀区域的错误分类。为了解决这个问题,本文提出了一种邻域加权高斯混合模型。期望最大化算法用作优化方法。实验表明,该方法能够得到较好的分类效果,并且受噪声影响较小。

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