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Choice of distance function in the segmentation of regions of interest in microscopic images of breast tissues

机译:乳腺组织显微图像中感兴趣区域的分割中距离函数的选择

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Classification of milk duct carcinoma in the scans of diagnostic specimens is an important medical problem. Before the classification is performed, the regions of milk ducts which will be the regions of interest (ROI) should be detected. One of the approaches to such detection is to segment the image into ROIs and the remaining regions. The segmentation by clusterization with the classical K-means method was proposed in the literature. A pixel together with its square neighborhood was considered as the object. Sorted image intensities in the neighborhood with extreme values omitted were used as features, with the Euclidean distance between the objects. In this paper we investigate new distance functions: cosine distance, city block and correlation distance, in the same setting. The cosine function was found to be the best, giving smaller average error, as well as smaller scatter measure, with respect to the Euclidean function. The mean errors for the cosine, Euclidean, city block and correlation functions were 17%, 25%, 39% and 89%, respectively.
机译:诊断标本扫描中乳腺导管癌的分类是一个重要的医学问题。在执行分类之前,应检测出乳管区域,该区域将是关注区域(ROI)。这种检测的方法之一是将图像分割为ROI和其余区域。文献中提出了用经典的K-means方法进行聚类分割的方法。像素及其正方形邻域被视为对象。特征附近的排序图像强度已被忽略,其中极值被省略,被测物体之间的欧氏距离被用作特征。在本文中,我们研究了在相同设置下的新距离函数:余弦距离,城市街区和相关距离。发现余弦函数是最佳的,相对于欧几里得函数,其平均误差较小,散射度量较小。余弦,欧几里得,城市街区和相关函数的平均误差分别为17%,25%,39%和89%。

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