乳房x光图像中肿块病灶的自动检测

Pub Date : 2023-07-22 DOI:10.1142/s0219467824500566
R. Bania, A. Halder
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引用次数: 0

摘要

乳腺造影是癌症筛查和检测乳腺病变最成功的技术之一。感兴趣区域(ROI)的检测(可能存在异常的地方)是任何计算机辅助检测或诊断(CADx)系统成功的支柱。在本文中,为了辅助CADx系统,提出了一个计算模型来从乳房X光图像中检测乳腺肿块病变。在这个过程的开始,乳房X光片中的胸肌被去除,作为预处理步骤。然后,通过应用具有所需图像处理技术的自动阈值化方案,对乳腺组织的不同区域进行排序,以检测可能的可疑区域,从而细化进一步的分割任务。提出了一种基于自动种子选择准则的种子区域生长方法,用于检测可疑区域以分割ROI。所提出的模型具有非常少的用户干预,因为参数的最大值是自动计算的。为了评估所提出的模型的性能,将其与四种不同的方法进行了比较,并采用了六种不同的评估指标,即Jaccard&Dice系数、相对误差、分割精度、误差和Fowlkes–Mallows指数(FMI)。在所提出的模型上,测试了57张乳房X光图像,包括从公开的基准数据库中收集的四个不同病例。对所提出的模型进行了定性和定量分析。观察到的最佳骰子系数、Jaccard系数、准确度、误差和FMI值分别为0.9506、0.9471、95.62%、4.38%和0.932。实验结果表明,该模型优于六种最先进的比较方法。
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Automatic Breast Mass Lesion Detection in Mammogram Image
Mammography imaging is one of the most successful techniques for breast cancer screening and detecting breast lesions. Detection of the Region of Interest (ROI) (where the possible abnormalities could be present) is the backbone for the success of any Computer-Aided Detection or Diagnosis (CADx) system. In this paper, to assist the CADx system, one computational model is proposed to detect breast mass lesions from mammogram images. At the beginning of the process, pectoral muscles from the mammograms are removed as a pre-processing step. Then by applying an automatic thresholding scheme with the required image processing techniques, different regions of breast tissues are ranked to detect the possible suspected region to refine the further segmentation task. One seeded region growing approach is proposed with an automatic seed selection criterion to detect the suspected region to segment the ROI. The proposed model has very less user intervention as maximum of the parameters are computed automatically. To evaluate the performance of the proposed model, it is compared with four different methods with six different evaluation metrics viz., Jaccard & Dice co-efficient, relative error, segmentation accuracy, error and Fowlkes–Mallows index (FMI). On the proposed model, 57 mammogram images are tested, consisting of four different cases that are collected from the publicly available benchmark database. The qualitative and quantitative analyses are performed to evaluate the proposed model. The best dice co-efficient, Jaccard co-efficient, accuracy, error and FMI values observed are 0.9506, 0.9471, 95.62%, 4.38% and 0.932, respectively. The superiority of the model over six state-of-the-art compared methods is well evident from the experimental results.
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