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Accurate image reconstruction in CT from projection data taken at few-views

机译:从少数视图拍摄的投影数据中CT中的准确图像重建

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Image reconstruction from few-view CT is of interest because of the potential to reduce scanning time and radiation dose. The challenge of few-view CT for image reconstruction is essentially a problem of interpolation from under-sampled data. Recently, a new algorithm for inverting the Fourier transform from under-sampled data has been developed by Candes et al. IEEE Trans. Inf. Theory , 52 489 (2006). This algorithm can be directly applied to image reconstruction in 2D parallel-beam CT because of the central slice theorem. This article presents a discussion of the new algorithm, showing examples for different degrees of under-sampling.
机译:由于可能降低扫描时间和辐射剂量的可能性,从几视线CT的图像重建是感兴趣的。几个视图CT用于图像重建的挑战基本上是从采样欠采样数据的插值问题。近来,通过Candes等人开发了一种反相傅立叶变换的新算法。 IEEE Trans。 INF。理论,52 489(2006)。由于中央切片定理,该算法可以直接应用于2D并联光束CT中的图像重建。本文介绍了对新算法的讨论,显示了不同程度的下抽样程度的示例。

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