Dual-Domain Cross-Prompt Learning for Efficient Sparse-View CT

计算机科学 人工智能 计算机视觉 医学影像学 迭代重建 图像处理 图像分割 计算机断层摄影术 模式识别(心理学) 特征(语言学)
作者
Wenchao Du,Qiao Mu,Huanhuan Cui,Hu Chen,Yi Zhang,Hongyu Yang
出处
期刊:IEEE Transactions on Medical Imaging [Institute of Electrical and Electronics Engineers]
卷期号:PP: 1-1
标识
DOI:10.1109/tmi.2026.3713777
摘要

Sparse-view computed tomography (CT) effectively reduces radiation exposure, yet it degrades image signal-to-noise ratio (SNR) and compromises the reliability of clinical diagnosis. Deep unrolling networks, which integrate the merits of optimization-based and data-driven paradigms, have achieved promising performance for sparse-view CT reconstruction. However, existing learned data consistency (DC) and prompt-based reconstruction methods only capture simplistic image priors and rely on elaborately designed regularizers as well as excessive unrolled iterations, leading to heavy computational overhead and over-smoothed results. In this work, we integrate prompt learning into unrolled gradient descent networks and propose a Dual-domain Cross-Prompt Learning (DCPL) framework to address these limitations. Specifically, we first design an implicit pixel-wise learnable step size to adapt to the spatial gradient heterogeneity of CT images. We then integrate learnable prompts separately into the data-fidelity and regularization terms during unrolled iterations, enabling the model to adaptively capture intrinsic CT anatomical and noise priors. Furthermore, a cross-prompt guiding mechanism is developed to enable inter-domain prompt interaction, which facilitates efficient prompt generation and enhances the convergence stability of the model. Extensive experiments on multiple clinical benchmarks under both in-domain and cross-domain settings demonstrate that our DCPL achieves consistent improvements in artifact suppression and fine structural preservation, even under extremely sparse-view sampling. Notably, our method delivers robust reconstruction quality with significantly fewer parameters, higher inference efficiency, and with only a few unrolled iterations.
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