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Analysis and Classification of Ultrasound Kidney Images Using Texture Properties Based on Logical Operators

机译:基于逻辑算子的纹理属性对肾脏超声图像的分析和分类

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In this paper, a novel method for classification of Ultrasound Kidney images using texture properties based on Logical operators is presented. Different regions of an image are identified based on texture properties. This algorithm mainly deals with operators and that are constructed from logical building blocks. The different classes of images are convolved by these operators and the resulting responses are converted to standard deviation matrices computed over a sliding window. Features for classification of images are extracted from these standard deviation matrices using zonal masks. Feature selection process is applied to these zonal sampling features and new set of features are used for classification. This work proposes an algorithm for classification of textures of three different categories namely Fine, Coarse and Rough. Based on this texture classification, this algorithm applied to medical images. Three kinds of Ultrasound kidney images namely Normal (NR), Medical Renal Diseases (MRD) and Cortical Cysts (CC) images are classified based on texture properties. This algorithm involves only convolution and simple arithmetic in various stages which leads faster implementation. The efficient feature space is created for textures as well as US kidney image classification. For classification, zonal mask sum features gives efficient classification for texture images. For kidney images difference features gives better results. This algorithm has higher classification accuracy and computational superiority.
机译:本文提出了一种基于逻辑算子的基于纹理属性的超声肾脏图像分类新方法。基于纹理属性识别图像的不同区域。该算法主要处理运算符,并由逻辑构件构建。这些算子对不同类别的图像进行卷积,并将得到的响应转换为在滑动窗口上计算的标准偏差矩阵。使用区域蒙版从这些标准偏差矩阵中提取图像分类的特征。将特征选择过程应用于这些区域采样特征,并将新的特征集用于分类。这项工作提出了一种用于对三种不同类别的纹理进行分类的算法,即精细,粗糙和粗糙。基于此纹理分类,该算法适用于医学图像。根据质地属性对三种超声肾脏图像进行分类,即正常(NR),医学肾脏疾病(MRD)和皮质囊肿(CC)图像。该算法在各个阶段仅涉及卷积和简单算术,从而实现了更快的实现。为纹理以及美国肾脏图像分类创建了有效的特征空间。对于分类,区域蒙版和特征提供了纹理图像的有效分类。对于肾脏图像,差异特征可提供更好的结果。该算法具有较高的分类精度和计算优势。

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