arXiv:2509.05992cs.CV2025-09

用物理引导的扩散模型,提升稀疏视角CT重建质量。

Physics-Guided Null-Space Diffusion with Sparse Masking for Corrective Sparse-View CT Reconstruction

  • 结合稀疏条件概率与时间动态重加权,逐步修复缺失投影视图。
  • 在公开和真实数据上实现PSNR提升2.58 dB,SSIM增2.37%。
  • 适合医学影像重建、低剂量CT成像等需要高保真度的场景。

扩散模型在图像处理中展现出强大生成能力。本文提出一种基于稀疏条件的时间重加权集成分布估计扩散模型(STRIDE),用于稀疏视角CT重建。设计联合训练机制,通过稀疏条件概率引导模型有效学习缺失投影视图补全与全局信息建模。基于系统性理论分析,提出时变稀疏条件重加权策略,在去噪过程中动态调整权重,使模型逐步感知稀疏视角信息。采用线性回归校正已知数据与生成数据间的分布偏移,缓解引导过程中的不一致性。此外,构建双网络并行架构,在多个子频段上实现全局修正与优化,显著提升细节恢复与结构保持能力。在公共及真实数据集上的实验表明,所提方法相比最优基线,PSNR提升2.58 dB,SSIM增加2.37%,MSE降低0.236。重建图像在结构一致性、细节恢复与伪影抑制方面表现出优异泛化性与鲁棒性。

原文摘要 · Abstract (English)

Diffusion models have demonstrated remarkable generative capabilities in image processing tasks. We propose a Sparse condition Temporal Rewighted Integrated Distribution Estimation guided diffusion model (STRIDE) for sparse-view CT reconstruction. Specifically, we design a joint training mechanism guided by sparse conditional probabilities to facilitate the model effective learning of missing projection view completion and global information modeling. Based on systematic theoretical analysis, we propose a temporally varying sparse condition reweighting guidance strategy to dynamically adjusts weights during the progressive denoising process from pure noise to the real image, enabling the model to progressively perceive sparse-view information. The linear regression is employed to correct distributional shifts between known and generated data, mitigating inconsistencies arising during the guidance process. Furthermore, we construct a dual-network parallel architecture to perform global correction and optimization across multiple sub-frequency components, thereby effectively improving the model capability in both detail restoration and structural preservation, ultimately achieving high-quality image reconstruction. Experimental results on both public and real datasets demonstrate that the proposed method achieves the best improvement of 2.58 dB in PSNR, increase of 2.37\% in SSIM, and reduction of 0.236 in MSE compared to the best-performing baseline methods. The reconstructed images exhibit excellent generalization and robustness in terms of structural consistency, detail restoration, and artifact suppression.

CT重建扩散模型稀疏视角医学影像

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