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Iterative total-variation reconstruction versus weighted filtered-backprojection reconstruction with edge-preserving filtering

机译:迭代全变量重建与保留边缘滤波的加权滤波反投影重建

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Iterative image reconstruction with the total-variation (TV) constraint has become an active research area in recent years, especially in x-ray CT and MRI. Based on Green's one-step-late algorithm, this paper develops a transmission noise weighted iterative algorithm with a TV prior. This paper compares the reconstructions from this iterative TV algorithm with reconstructions from our previously developed non-iterative reconstruction method that consists of a noise-weighted filtered backprojection (FBP) reconstruction algorithm and a nonlinear edge-preserving post filtering algorithm. This paper gives a mathematical proof that the noise-weighted FBP provides an optimal solution. The results from both methods are compared using clinical data and computer simulation data. The two methods give comparable image quality, while the non-iterative method has the advantage of requiring much shorter computation times.
机译:近年来,具有全变量(TV)约束的迭代图像重建已成为活跃的研究领域,尤其是在X射线CT和MRI中。基于格林的一步法,提出了一种先验电视的传输噪声加权迭代算法。本文将这种迭代电视算法的重构与我们先前开发的非迭代重构方法的重构进行了比较,该重构算法包括噪声加权滤波反投影(FBP)重构算法和非线性保留边缘后滤波算法。本文提供了数学证明,即噪声加权FBP提供了最佳解决方案。使用临床数据和计算机仿真数据比较两种方法的结果。两种方法可提供可比较的图像质量,而非迭代方法具有需要大大缩短计算时间的优点。

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