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A Feasibility Study for a Persistent Homology-Based k-Nearest Neighbor Search Algorithm in Melanoma Detection

机译:黑色素瘤检测中持续同源基于基于持续同源的K最接近邻的搜索算法的可行性研究

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摘要

Persistent homology is a fairly new branch of computational topology which combines geometry and topology for an effective shape description of use in Pattern Recognition. In particular, it registers through "Betti Numbers" the presence of holes and their persistence while a parameter ("filtering function") is varied. In this paper, some recent developments in this field are integrated in a k-nearest neighbor search algorithm suited for an automatic retrieval of melanocytic lesions. Since long, dermatologists use five morphological parameters (A asymmetry, B boundary, C color, D diameter, E evolution) for assessing the malignancy of a lesion. The algorithm is based on a qualitative assessment of the segmented images by computing both 1 and 2-dimensional persistent Betti Number functions related to the ABCDE parameters and to the internal texture of the lesion. The results of a feasibility test on a set of 107 melanocytic lesions are reported in the section dedicated to the numerical experiments.
机译:持续同源性是计算拓扑的相当新的分支,其将几何形状和拓扑结构结合了用于模式识别的有效形状描述。特别是,它通过“Betti号码”寄存在孔的存在及其持久性,而参数(“过滤功能”)变化。在本文中,该领域的一些最新进展集成在适于自动检索黑色细胞病变的K最近邻的搜索算法中。由于长期以来,皮肤科医生使用五种形态参数(不对称,B边界,C颜色,D直径,E进化)来评估病变的恶性肿瘤。该算法基于通过计算与ABCDE参数有关的1和二维持久性赌注数函数和病变的内部纹理来基于分段图像的定性评估。在专用于数值实验的部分中报道了一组107个黑素细胞病变的可行性试验结果。

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