Lu Yujuan, Xie Xin, Wang Shaoyu, Liu Qiegen
School of Mathematics and Computer Sciences, Nanchang University, Nanchang 330031, People's Republic of China.
School of Information Engineering, Nanchang University, Nanchang 330031, People's Republic of China.
Biomed Phys Eng Express. 2025 Aug 6;11(5). doi: 10.1088/2057-1976/adf3b4.
Recent advances have applied diffusion model (DM) to magnetic resonance imaging (MRI) reconstruction, demonstrating impressive performance. However, current DM-based MRI reconstruction methods suffer from two critical limitations. First, they model image features at the pixel-level and require numerous iterations for the final image reconstruction, leading to high computational costs. Second, most of these methods operate in the image domain, which cannot avoid the introduction of secondary artifacts. To address these challenges, we propose a novel latent-k-space refinement diffusion model (LRDM) for MRI reconstruction. Specifically, we encode the original k-space data into a highly compact latent space to capture the primary features for accelerated acquisition and apply DM in the low-dimensional latent-k-space to generate prior knowledge. The compact latent space allows the DM to require only 4 iterations to generate accurate priors. To compensate for the inevitable loss of detail during latent-k-space diffusion, we incorporate an additional diffusion model focused exclusively on refining high-frequency structures and features. The results from both models are then decoded and combined to obtain the final reconstructed image. Experimental results demonstrate that the proposed method significantly reduces reconstruction time while delivering comparable image reconstruction quality to conventional DM-based approaches.
最近的进展已将扩散模型(DM)应用于磁共振成像(MRI)重建,展现出令人印象深刻的性能。然而,当前基于DM的MRI重建方法存在两个关键限制。首先,它们在像素级别对图像特征进行建模,并且最终图像重建需要大量迭代,导致计算成本高昂。其次,这些方法大多在图像域中运行,无法避免引入二次伪影。为应对这些挑战,我们提出了一种用于MRI重建的新型潜在k空间细化扩散模型(LRDM)。具体而言,我们将原始k空间数据编码到一个高度紧凑的潜在空间中,以捕获用于加速采集的主要特征,并在低维潜在k空间中应用DM来生成先验知识。紧凑的潜在空间使得DM仅需4次迭代即可生成准确的先验。为了补偿潜在k空间扩散过程中不可避免的细节损失,我们引入了一个专门用于细化高频结构和特征的附加扩散模型。然后对两个模型的结果进行解码并合并,以获得最终的重建图像。实验结果表明,所提出的方法显著减少了重建时间,同时提供了与传统基于DM的方法相当的图像重建质量。