CT Reconstruction using Nonlinear Diffusion Posterior Sampling with Detector Blur Modeling.

Shudong Li, Xiao Jiang, Yuan Shen, J Webster Stayman
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Abstract

There has been a great deal of work seeking to improve image quality in CT reconstruction through deep-learning-based denoising; however, there are many applications where it is spatial resolution that limits application and diagnostics. In this work, we week to improve spatial resolution in CT reconstructions through a combination of deep learning and physical modeling of detector blur. To achieve this goal, we leverage diffusion models as deep image priors to help regularize a joint deblurring and reconstruction problem. Specifically, we adopt Diffusion Posterior Sampling (DPS) as a way to combine a deep prior with a likelihood-based forward model for the measurements. The model we adopt is nonlinear since detector blur is applied after the nonlinear attenuation given by the Beer-Lambert lab. We trained a score estimator for a CT score-based prior, and then apply Bayes rule to combine this prior with a measurement likelihood score for CT reconstruction with detector blur. We demonstrate the approach in simulated data, and compare image outputs with traditional filtered-backprojection (FBP) and model-based iterative reconstruction (MBIR) across a range of exposures. We find a particular advantage of the DPS approach for low exposure data and report on major differences in the errors between DPS and classical reconstruction methods.

利用探测器模糊建模的非线性扩散后置采样进行 CT 重建
通过基于深度学习的去噪技术提高 CT 重建图像质量的工作已经开展了很多;然而,在很多应用中,空间分辨率限制了应用和诊断。在这项工作中,我们将深度学习与探测器模糊的物理建模相结合,致力于提高 CT 重建的空间分辨率。为了实现这一目标,我们利用扩散模型作为深度图像前验,帮助正则化联合去模糊和重建问题。具体来说,我们采用扩散后验采样(DPS),将深度先验与基于似然的测量前向模型相结合。我们采用的模型是非线性的,因为探测器模糊是在比尔-朗伯实验室给出的非线性衰减之后应用的。我们为基于 CT 分数的先验模型训练了一个分数估计器,然后应用贝叶斯规则将该先验模型与测量似然分数相结合,用于带有探测器模糊的 CT 重建。我们在模拟数据中演示了这种方法,并将图像输出与传统的滤波背投影(FBP)和基于模型的迭代重建(MBIR)进行了比较。我们发现 DPS 方法在低曝光数据方面具有特殊优势,并报告了 DPS 与传统重建方法在误差方面的主要差异。
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