A Learning-Based Framework for the Automatic Segmentation of Human Sperm Head, Acrosome and Nucleus

R. Movahed, M. Orooji
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引用次数: 7

Abstract

Evaluating the morphology of the human sperm is one of the most important steps in the human semen analysis, which is the controversial aspect of the treatment of male infertility. Manual assessment of the corresponding parameters of human sperm morphology is a time-consuming, reader subjective and error-prone process. Therefore, developing the automatic methods is necessary to achieve the more accurate diagnosis. In this paper, we presented a learning-based framework for the automatic segmentation of the human sperm head particles, i.e., Acrosome and Nucleus. First, the homomorphic filtering is employed to correct uneven illumination and highlight each sperm from the background of an image. In the second step, sperm's heads are segmented using an introduced deep convolutional neural network (CNN). Then, a filling holes operation and geometric constraints are utilized to improve head segments. A Support Vector Machine (SVM) is used to classify each pixel of segmented heads to nucleus and acrosome regions. Finally, segmented acrosomes and nucleus are modified using opening and closing operations followed by isolated objects removing. The proposed method is validated on the expert delineated dataset with 20 images of human semen smears and obtains 0.94, 0.87, and 0.88 of Dice Similarity Coefficient for the head, the acrosome, and the nucleus segments, respectively. Our results indicate that the proposed method has outperformed the segmentation systems based on classical learning methods, in the accuracy and the reliability.
基于学习的人类精子头、顶体和核自动分割框架
评价人类精子的形态是人类精液分析中最重要的步骤之一,这是男性不育治疗中有争议的方面。人工评估人类精子形态的相应参数是一个耗时,读者主观和容易出错的过程。因此,开发自动诊断方法是实现更准确诊断的必要条件。本文提出了一种基于学习的人类精子头部粒子(顶体和核)自动分割框架。首先,采用同态滤波校正光照不均匀,突出图像背景中的每个精子;第二步,使用引入的深度卷积神经网络(CNN)对精子的头部进行分割。然后,利用填充孔洞运算和几何约束对头段进行改进。利用支持向量机(SVM)对分割后的头的每个像素进行核和顶体区域的分类。最后,使用打开和关闭操作修改分段顶体和核,然后去除分离的物体。在专家描述的20张人类精液涂片图像数据集上进行了验证,得到了头部、顶体和细胞核片段的Dice相似系数分别为0.94、0.87和0.88。结果表明,该方法在准确率和可靠性方面都优于基于经典学习方法的分割系统。
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