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LOQUAT:用于光子计数CT的低秩四元数重建

LOQUAT: Low-Rank Quaternion Reconstruction for Photon-Counting CT.

作者信息

Lin Zefan, Quan Guotao, Qu Haixian, Du Yanfeng, Zhao Jun

出版信息

IEEE Trans Med Imaging. 2025 Feb;44(2):668-684. doi: 10.1109/TMI.2024.3454174. Epub 2025 Feb 4.

DOI:10.1109/TMI.2024.3454174
PMID:39226197
Abstract

Photon-counting computed tomography (PCCT) may dramatically benefit clinical practice due to its versatility such as dose reduction and material characterization. However, the limited number of photons detected in each individual energy bin can induce severe noise contamination in the reconstructed image. Fortunately, the notable low-rank prior inherent in the PCCT image can guide the reconstruction to a denoised outcome. To fully excavate and leverage the intrinsic low-rankness, we propose a novel reconstruction algorithm based on quaternion representation (QR), called low-rank quaternion reconstruction (LOQUAT). First, we organize a group of nonlocal similar patches into a quaternion matrix. Then, an adjusted weighted Schatten-p norm (AWSN) is introduced and imposed on the matrix to enforce its low-rank nature. Subsequently, we formulate an AWSN-regularized model and devise an alternating direction method of multipliers (ADMM) framework to solve it. Experiments on simulated and real-world data substantiate the superiority of the LOQUAT technique over several state-of-the-art competitors in terms of both visual inspection and quantitative metrics. Moreover, our QR-based method exhibits lower computational complexity than some popular tensor representation (TR) based counterparts. Besides, the global convergence of LOQUAT is theoretically established under a mild condition. These properties bolster the robustness and practicality of LOQUAT, facilitating its application in PCCT clinical scenarios. The source code will be available at https://github.com/linzf23/LOQUAT.

摘要

光子计数计算机断层扫描(PCCT)因其在剂量降低和物质表征等方面的多功能性,可能会给临床实践带来巨大益处。然而,在每个单独的能量区间中检测到的光子数量有限,会在重建图像中引发严重的噪声污染。幸运的是,PCCT图像中固有的显著低秩先验信息能够引导重建得到去噪后的结果。为了充分挖掘和利用这种内在的低秩特性,我们提出了一种基于四元数表示(QR)的新型重建算法,称为低秩四元数重建(LOQUAT)。首先,我们将一组非局部相似块组织成一个四元数矩阵。然后,引入一种调整后的加权Schatten-p范数(AWSN)并施加于该矩阵,以强化其低秩性质。随后,我们构建了一个AWSN正则化模型,并设计了一种交替方向乘子法(ADMM)框架来求解它。在模拟数据和真实数据上进行的实验证实,在视觉检查和定量指标方面,LOQUAT技术优于几种当前最先进的竞争方法。此外,我们基于QR的方法比一些基于流行张量表示(TR)的对应方法具有更低的计算复杂度。此外,在温和条件下从理论上证明了LOQUAT的全局收敛性。这些特性增强了LOQUAT的鲁棒性和实用性,便于其在PCCT临床场景中的应用。源代码将在https://github.com/linzf23/LOQUAT上提供。

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