Abstract

Lung cancer is the most common cause of cancer-related deaths in the USA. It can be detected and diagnosed using computed tomography images. For an automated classifier, identifying predictive features from medical images is a key concern. Deep feature extraction using pretrained convolutional neural networks (CNNs) has recently been successfully applied in some image domains. Here, we applied a pretrained CNN to extract deep features from 40 computed tomography images, with contrast, of non-small cell adenocarcinoma lung cancer, and combined deep features with traditional image features and trained classifiers to predict short- and long-term survivors. We experimented with several pretrained CNNs and several feature selection strategies. The best previously reported accuracy when using traditional quantitative features was 77.5% (area under the curve [AUC], 0.712), which was achieved by a decision tree classifier. The best reported accuracy from transfer learning and deep features was 77.5% (AUC, 0.713) using a decision tree classifier. When extracted deep neural network features were combined with traditional quantitative features, we obtained an accuracy of 90% (AUC, 0.935) with the 5 best post-rectified linear unit features extracted from a vgg-f pretrained CNN and the 5 best traditional features. The best results were achieved with the symmetric uncertainty feature ranking algorithm followed by a random forests classifier.

Highlights

  • Lung cancer is the most common cause of cancer-related deaths in the USA [1]

  • The tumors here are of different sizes and must be preprocessed before they are given to a convolutional neural network (CNN)

  • We used CNNs pretrained on ImageNet to select features, which is faster than training a CNN

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Summary

Introduction

Detection of cancer results in improved patient outcomes Radiological imaging modalities, such as computed tomography (CT) and magnetic resonance imaging, can help in early detection, diagnosis, and management of cancer. There are some issues when using ANNs. Every consecutive layer is interconnected; the number of weights will rapidly increase with more layers, which, in turn, will affect the learning rate. Every consecutive layer is interconnected; the number of weights will rapidly increase with more layers, which, in turn, will affect the learning rate This problem can be dealt with by using several small filters on the input and subsampling the space of filter activations until there are sufficient high-level features. Neural networks using filters are called CNNs, which are currently a highly effective approach for image classification and recognition tasks

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