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Optimal linear transformation for MRI feature extraction

机译:MRI特征提取的最佳线性变换

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摘要

This paper presents development and application of a feature extraction method for magnetic resonance imaging (MRI), without explicit calculation of tissue parameters. A three-dimensional (3-D) feature space representation of the data is generated in which normal tissues are clustered around prespecified target positions and abnormalities are clustered elsewhere. This is accomplished by a linear minimum mean square error transformation of categorical data to target positions. From the 3-D histogram (cluster plot) of the transformed data, clusters are identified and regions of interest (ROI's) for normal and abnormal tissues are defined. These ROI's are used to estimate signature (prototype) vectors for each tissue type which in turn are used to segment the MRI scene. The proposed feature space is compared to those generated by tissue-parameter-weighted images, principal component images, and angle images, demonstrating its superiority for feature extraction and scene segmentation. Its relationship with discriminant analysis is discussed. The method and its performance are illustrated using a computer simulation and MRI images of an egg phantom and a human brain.
机译:本文介绍了无需显式计算组织参数的磁共振成像(MRI)特征提取方法的开发和应用。生成数据的三维(3-D)特征空间表示,其中正常组织聚集在预定目标位置周围,异常聚集在其他位置。这是通过将分类数据线性最小均方误差转换为目标位置来完成的。从转换后的数据的3D直方图(群集图)中,可以识别出簇,并定义正常组织和异常组织的关注区域(ROI)。这些ROI用于估计每种组织类型的特征(原型)矢量,这些矢量又用于分割MRI场景。将拟议的特征空间与组织参数加权图像,主成分图像和角度图像生成的特征空间进行比较,证明了其在特征提取和场景分割方面的优势。讨论了其与判别分析的关系。该方法及其性能使用计算机仿真和鸡蛋模型和人脑的MRI图像进行了说明。

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