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A tensor PRISM algorithm for multi-energy CT reconstruction and comparative studies

机译:用于多能CT重建的张量PRISM算法和比较研究

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Different from the single-energy CT (SECT), multi-energy CT (MECT) acquires projection data at different energy spectra, which makes that the MECT has more sparsity among the data of separate energy and over energy. In order to maximize utilization of all these sparse characteristics, this paper proposed a new tensor PRISM model to consistently treat a priori knowledge of the low rank, intensity and sparsity with the higher-dimensional tensor technique. The priori knowledge of low rank corresponds to the stationary background and similarity over the energy, and the intensity and sparsity represents the rest of image features at single energy. Then, the regularization and convex minimization problem was solved by tensor unfolding and an extended tensor-based split-Bregman algorithm. Different from the previous PRISM algorithm, the new algorithm mixed and treated different constraints consistently. Numerical experiments have shown that our tensor PRISM approach performs much better than the popular l_1 regularization algorithm in terms of image quality for MECT.
机译:与单能CT(SECT)不同,多能CT(MECT)在不同的能谱上获取投影数据,这使得MECT在单独能量和过能量数据之间具有更大的稀疏性。为了最大程度地利用所有这些稀疏特征,本文提出了一种新的张量PRISM模型,以使用高维张量技术一致地处理低秩,强度和稀疏性的先验知识。低等级的先验知识对应于固定背景和能量上的相似度,而强度和稀疏度表示单个能量下的其余图像特征。然后,通过张量展开和基于扩展张量的split-Bregman算法解决了正则化和凸极小化问题。与以前的PRISM算法不同,新算法始终混合并处理不同的约束。数值实验表明,在MECT的图像质量方面,张量PRISM方法的性能比流行的l_1正则化算法好得多。

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