论文标题

稀疏视锥束CT重建,使用数据一致的监督和从稀缺训练数据中进行的对抗性学习

Sparse-view Cone Beam CT Reconstruction using Data-consistent Supervised and Adversarial Learning from Scarce Training Data

论文作者

Lahiri, Anish, Klasky, Marc, Fessler, Jeffrey A., Ravishankar, Saiprasad

论文摘要

在从医学成像到工业环境的几种应用中,从有限的投影中重建CT图像很重要。随着可用预测的数量减少,传统的重建技术(例如FDK算法和基于模型的迭代重建方法)的性能较差。最近,基于深度学习的重建等数据驱动的方法在应用程序中引起了很多关注,因为当有足够的培训数据可用时,它们会产生更好的性能。但是,即使这些方法缺乏可用的培训数据,即使是这些方法也存在局限性。这项工作着重于此类设置中的图像重建,即当可用的CT预测数量和训练数据都极为有限时。我们使用经过对抗训练的浅网络在几个阶段中采用连续重建方法,以“破坏”,然后在每个阶段进行数据一致性更新。为了应对有限数据的挑战,我们使用图像子卷来训练我们的方法,并在测试过程中进行补丁聚集。为了应对3D重建的3D数据集中学习的计算挑战,我们使用混合3D到2D映射网络来进行“破坏”部分。在几个测试示例上与其他方法的比较表明,当预测数量和可用培训数据都受到极大限制时,所提出的方法具有很大的潜力。

Reconstruction of CT images from a limited set of projections through an object is important in several applications ranging from medical imaging to industrial settings. As the number of available projections decreases, traditional reconstruction techniques such as the FDK algorithm and model-based iterative reconstruction methods perform poorly. Recently, data-driven methods such as deep learning-based reconstruction have garnered a lot of attention in applications because they yield better performance when enough training data is available. However, even these methods have their limitations when there is a scarcity of available training data. This work focuses on image reconstruction in such settings, i.e., when both the number of available CT projections and the training data is extremely limited. We adopt a sequential reconstruction approach over several stages using an adversarially trained shallow network for 'destreaking' followed by a data-consistency update in each stage. To deal with the challenge of limited data, we use image subvolumes to train our method, and patch aggregation during testing. To deal with the computational challenge of learning on 3D datasets for 3D reconstruction, we use a hybrid 3D-to-2D mapping network for the 'destreaking' part. Comparisons to other methods over several test examples indicate that the proposed method has much potential, when both the number of projections and available training data are highly limited.

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