首页> 外文会议>International Conference on Image Analysis and Recognition(ICIAR 2007); 20070822-24; Montreal(CA) >Classification of Breast Tissues in Mammogram Images Using Ripley's K Function and Support Vector Machine
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Classification of Breast Tissues in Mammogram Images Using Ripley's K Function and Support Vector Machine

机译:使用Ripley的K函数和支持向量机对乳腺X线照片中的乳房组织进行分类

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摘要

Female breast cancer is a major cause of death in western countries. Several computer techniques have been developed to aid radiologists to improve their performance in the detection and diagnosis of breast abnormalities. In Point Pattern Analysis, there is a statistic known as Ripley's K function that is frequently applied to Spatial Analysis in Ecology, like mapping specimens of plants. This paper proposes a new way in applying Ripley's K function in order to distinguish Mass and Non-Mass tissues from mammogram images. The features of each image are obtained through the calculate of that function. Then, the samples gotten are classified through a Support Vector Machine (SVM) as Mass or Non-Mass tissues. SVM is a machine-learning method, based on the principle of structural risk minimization, which performs well when applied to data outside the training set. Another way of computing Ripley's K function, using concentric rings instead of a circle, is also examined. The best result achieved was 94.25% of accuracy, 94.59% of sensitvity and 94.00% of specificity.
机译:在西方国家,女性乳腺癌是主要的死亡原因。已经开发了几种计算机技术来帮助放射线医师提高其在乳腺异常的检测和诊断中的性能。在“点模式分析”中,有一个称为Ripley的K函数的统计量,该统计量经常应用于生态空间分析,例如绘制植物标本。本文提出了一种应用Ripley's K函数的新方法,以便从乳房X线照片中区分出大量组织和非大量组织。每个图像的特征是通过该函数的计算获得的。然后,通过支持向量机(SVM)将获得的样本分类为肿块或非肿块组织。 SVM是一种基于结构风险最小化原理的机器学习方法,当将其应用于训练集以外的数据时,效果很好。还研究了使用同心环而不是圆来计算Ripley K函数的另一种方法。达到的最佳结果是准确度为94.25%,灵敏度为94.59%和特异性为94.00%。

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