Abstract

The widespread application of X-ray computed tomography (CT) in clinical diagnosis has led to increasing public concern regarding excessive radiation dose administered to patients. However, reducing the radiation dose will inevitably cause server noise and affect radiologists' judgment and confidence. Hence, progressive low-dose CT (LDCT) image reconstruction methods must be developed to improve image quality. Over the past two years, deep learning-based approaches have shown impressive performance in noise reduction for LDCT images. Most existing deep learning-based approaches usually require the paired training dataset which the LDCT images correspond to the normal-dose CT (NDCT) images one-to-one, but the acquisition of well-paired datasets requires multiple scans, resulting the increase of radiation dose. Therefore, well-paired datasets are not readily available. To resolve this problem, this paper proposes an unpaired LDCT image denoising network based on cycle generative adversarial networks (CycleGAN) with prior image information which does not require a one-to-one training dataset. In this method, cyclic loss, an important trick in unpaired image-to-image translation, promises to map the distribution from LDCT to NDCT by using unpaired training data. Furthermore, to guarantee the accurate correspondence of the image content between the output and NDCT, the prior information obtained from the result preprocessed using the LDCT image is integrated into the network to supervise the generation of content. Given the map of distribution through the cyclic loss and the supervision of content through the prior image loss, our proposed method can not only reduce the image noise but also retain critical information. Real-data experiments were carried out to test the performance of the proposed method. The peak signal-to-noise ratio (PSNR) improves by more than 3 dB, and the structural similarity (SSIM) increases when compared with the original CycleGAN without prior information. The real LDCT data experiment demonstrates the superiority of the proposed method according to both visual inspection and quantitative evaluation.

Highlights

  • X-ray computed tomography (CT) is one of the most significant imaging modalities in modern hospitals and clinics

  • In 2017, Zhu et al [38] proposed an unpaired network named CycleGAN, which has gained extensive attention. is network can capture the special characteristics of one image collection and figure out how these characteristics could be translated into other image collection without using any paired training examples; this network has been successfully utilized in style transfer, object transfiguration, season transfer, and photo enhancement

  • Backward cycle-consistency loss (a) image and normal-dose CT (NDCT) image and satisfies the basic assumption of CycleGAN. us, this study considers using this unpaired network for low-dose CT (LDCT) image reconstruction

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Summary

Introduction

X-ray computed tomography (CT) is one of the most significant imaging modalities in modern hospitals and clinics. Researchers have focused on developing new iterative algorithms for LDCT image reconstruction These algorithms optimize an objective function, which incorporates a system model [13, 14], Computational and Mathematical Methods in Medicine a statistical noise model, and prior information in the image domain [4, 15, 16]. Unsupervised variants of GANs, such as CycleGAN [38] and DualGAN [39], have been proposed for mapping different domains without matching data pairs Motivated by their success in image processing, unpaired GANs have been successfully applied to CS-MRI reconstruction [40] and CT synthesis based on MR images [41, 42]. The prior image information extracted from the preprocessed image by using LDCT is introduced into the network to supervise the generation of content and ensure correspondence of the image content. e map of image collections through cyclic loss and the supervision of content through prior image loss confer our proposed method to produce results that have lower noise and accurate details

Methods
Experiments and Results
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Discussion and Conclusion
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