The Impact of Convolutional Neural Network Parameters in the Binary Classification of Mammograms

Mădălina Dicu, L. Dioşan, A. Andreica, C. Chira, Alin Cordoş
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Abstract

Breast cancer is the most commonly diagnosed type of cancer. It is essential to classify patients as quickly as possible into groups with a high or low risk of cancer, to provide adequate treatment. This paper aims to address the impact of the parameters of convolutional neural networks in the binary classification of mammograms. In this paper, we treat two types of binary classification, namely: classification between normal and abnormal tissues, respectively classification between benign and malignant tumors. In the analysis, we investigate the correlation and impact of batch size and learning rate in increasing the performance of the proposed model. Following the experiments on the MIAS dataset, we concluded that for the treated problems, it is appropriate to choose a learning rate lower than 0.001. For the classification of tissues (normal/abnormal), we obtained the fact that training the model on a batch size of 32 brings the best results, namely an accuracy of 0.67, and for the classification of tumors (benign/malignant), it is more appropriate to use a batch size of 8, for which we obtained an accuracy of 0.63. For the best results configurations, we continued the experiments by investigating the impact of data augmentation. We have increased the number of training data by applying horizontal flip and rotation operations. Following these attempts, we noticed an improvement only for the tissue classification, for which we obtained an accuracy of 0.70.
卷积神经网络参数对乳房x线影像二值分类的影响
乳腺癌是最常见的癌症类型。必须尽快将患者分为癌症高风险组或低风险组,以便提供适当的治疗。本文旨在解决卷积神经网络参数在乳房x线照片二值分类中的影响。在本文中,我们处理两种二元分类,即:正常组织与异常组织的分类,良性肿瘤与恶性肿瘤的分类。在分析中,我们研究了批大小和学习率在提高模型性能方面的相关性和影响。在MIAS数据集上进行实验后,我们得出结论,对于处理过的问题,选择低于0.001的学习率是合适的。对于组织(正常/异常)的分类,我们得到了这样一个事实,即在32批大小上训练模型带来了最好的结果,即0.67的准确率,对于肿瘤(良性/恶性)的分类,使用8批大小更合适,我们获得了0.63的准确率。为了获得最佳结果配置,我们通过调查数据增强的影响来继续实验。我们通过水平翻转和旋转操作增加了训练数据的数量。在这些尝试之后,我们注意到只有组织分类有了改进,我们获得了0.70的精度。
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