利用组织病理学图像检测卵巢癌和肾小球肾病的深度学习模型综合研究

IF 9.7 2区 工程技术 Q1 COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS
S J K Jagadeesh Kumar, G. Prabu Kanna, D. Prem Raja, Yogesh Kumar
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引用次数: 0

摘要

卵巢癌的死亡率很高,而且有可能导致肾小球损伤,从而阻塞尿路,因此是一个重大的健康问题。准确、及时地诊断和治疗这些疾病至关重要。在人工智能时代,深度学习模型已经成为分析医学图像的强大工具,因为它们展示了检测疾病的卓越能力。本研究提出了一种创新方法,利用深度迁移学习分类器对组织病理学图像中的卵巢癌、硬化肾小球和正常肾小球进行检测和分类。为了收集相关数据,我们探索了两个不同的资源库,其中包含卵巢癌、硬化性肾小球和正常肾小球的图像。通过将这些图像转换为灰度图像,对它们进行了彻底的预处理。然后,应用先进的分割技术,如图像均衡化、阈值化、图像反转和形态学开放,利用轮廓特征有效地突出受影响的区域,并计算面积、平均强度、高度、宽度和ε等各种测量值。我们的研究采用了一系列深度学习技术,如 AlexNet2、InceptionV3、EfficientNetB0、EfficientNetB5、DenseNet121、Xception、MobileNetV2 和 InceptionResNetV2 以及两种优化技术:Adam 和 RMSprop 优化器。值得注意的是,在实验过程中,当使用 Adam 优化器时,AlexNet2 的准确率达到了 99.74%,损失为 0.0018,均方根误差为 0.042426。同样,在使用 RMSprop 优化器时,Xception 也取得了出色的结果,准确率达到 99.74%,损失最小为 0.0027,均方根误差为 0.051962。这项开创性的研究利用深度学习技术提高了卵巢癌和硬化性肾小球检测的精度和效率,为医疗诊断领域做出了重大贡献。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

A Comprehensive Study on Deep Learning Models for the Detection of Ovarian Cancer and Glomerular Kidney Disease using Histopathological Images

A Comprehensive Study on Deep Learning Models for the Detection of Ovarian Cancer and Glomerular Kidney Disease using Histopathological Images

A Comprehensive Study on Deep Learning Models for the Detection of Ovarian Cancer and Glomerular Kidney Disease using Histopathological Images

Ovarian cancer is a significant health concern because of its high mortality rates and potential to cause glomerular injury, which can obstruct the urinary tract. It is very crucial to diagnose and treat these diseases accurately as well as timely. In the era of artificial intelligence, deep learning models have emerged as powerful tools in analysing medical images as they showcase exceptional capabilities to detect diseases. In this study, an innovative approach has been proposed that uses deep transfer learning classifiers for the detection as well as classification of ovarian cancer, sclerosed glomeruli, and normal glomeruli in histopathological images. To gather relevant data, two different repositories have been explored which contain images of ovarian cancer, sclerosed glomeruli, and normal glomeruli. These images are thoroughly pre-processed by converting them into grayscale. Afterwards, advanced segmentation techniques are applied such as image equalization, thresholding, image inversion, and morphological opening which effectively highlight the affected areas using contour features, and various measurements such as area, mean intensity, height, width, and epsilon are calculated. Our study employed a range of deep learning techniques such as AlexNet2, InceptionV3, EfficientNetB0, EfficientNetB5, DenseNet121, Xception, MobileNetV2, and InceptionResNetV2 along with the two optimization techniques: Adam and RMSprop optimizer. Remarkably, during experimentation, AlexNet2 demonstrated exceptional accuracy by achieving 99.74%, with a low loss of 0.0018 and a root mean square error of 0.042426 when incorporating the Adam optimizer. Similarly, using the RMSprop optimizer, Xception delivered outstanding results with an accuracy of 99.74%, a minimal loss of 0.0027, and a root mean square error of 0.051962. This pioneering research significantly contributes to the field of medical diagnostics by harnessing deep learning technology to enhance the precision and efficiency of ovarian cancer and sclerosed glomeruli detection.

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来源期刊
CiteScore
19.80
自引率
4.10%
发文量
153
审稿时长
>12 weeks
期刊介绍: Archives of Computational Methods in Engineering Aim and Scope: Archives of Computational Methods in Engineering serves as an active forum for disseminating research and advanced practices in computational engineering, particularly focusing on mechanics and related fields. The journal emphasizes extended state-of-the-art reviews in selected areas, a unique feature of its publication. Review Format: Reviews published in the journal offer: A survey of current literature Critical exposition of topics in their full complexity By organizing the information in this manner, readers can quickly grasp the focus, coverage, and unique features of the Archives of Computational Methods in Engineering.
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