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A total variation prior unrolling approach for computed tomography reconstruction

计算机科学 迭代重建 卷积神经网络 人工智能 特征(语言学) 循环展开 深度学习 人工神经网络 模式识别(心理学) 算法 计算机视觉 语言学 哲学 编译程序 程序设计语言
作者
Pengcheng Zhang,Shuhui Ren,Yi Liu,Zhiguo Gui,Hong Shangguan,Yanling Wang,Shu Hu,Yang Chen
出处
期刊:Medical Physics [Wiley]
卷期号:50 (5): 2816-2834 被引量:2
标识
DOI:10.1002/mp.16307
摘要

Abstract Background With the rapid development of deep learning technology, deep neural networks can effectively enhance the performance of computed tomography (CT) reconstructions. One kind of commonly used method to construct CT reconstruction networks is to unroll the conventional iterative reconstruction (IR) methods to convolutional neural networks (CNNs). However, most unrolling methods primarily unroll the fidelity term of IR methods to CNNs, without unrolling the prior terms. The prior terms are always directly replaced by neural networks. Purpose In conventional IR methods, the prior terms play a vital role in improving the visual quality of reconstructed images. Unrolling the hand‐crafted prior terms to CNNs may provide a more specialized unrolling approach to further improve the performance of CT reconstruction. In this work, a primal‐dual network (PD‐Net) was proposed by unrolling both the data fidelity term and the total variation (TV) prior term, which effectively preserves the image edges and textures in the reconstructed images. Methods By further deriving the Chambolle–Pock (CP) algorithm instance for CT reconstruction, we discovered that the TV prior updates the reconstructed images with its divergences in each iteration of the solution process. Based on this discovery, CNNs were applied to yield the divergences of the feature maps for the reconstructed image generated in each iteration. Additionally, a loss function was applied to the predicted divergences of the reconstructed image to guarantee that the CNNs’ results were the divergences of the corresponding feature maps in the iteration. In this manner, the proposed CNNs seem to play the same roles in the PD‐Net as the TV prior in the IR methods. Thus, the TV prior in the CP algorithm instance can be directly unrolled to CNNs. Results The datasets from the Low‐Dose CT Image and Projection Data and the Piglet dataset were employed to assess the effectiveness of our proposed PD‐Net. Compared with conventional CT reconstruction methods, our proposed method effectively preserves the structural and textural information in reference to ground truth. Conclusions The experimental results show that our proposed PD‐Net framework is feasible for the implementation of CT reconstruction tasks. Owing to the promising results yielded by our proposed neural network, this study is intended to inspire further development of unrolling approaches by enabling the direct unrolling of hand‐crafted prior terms to CNNs.

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