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OS-EM reconstruction using blank region as priors for artifacts reduction in Cone-beam CT

机译:OS-EM重建使用空白区域作为锥形光束CT减少伪影的前沿

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Traditional computed tomography reconstructions are limited by many kinds of artifacts. In general, they give dissatisfactory image. To reduce image noise and artifacts, we propose an iterative approach processing these reconstructed images, which are acquired by analytical inversion methods. In this paper, we describe ordered subsets expectation maximization (OS-EM) algorithms. Our reconstruction algorithm is based on a maximum a posteriori (MAP) approach, which allows us to incorporate priori information to stabilize the EM algorithm. The OS-EM algorithm provides good quality reconstructions after only a few iterations, yet beyond a critical number of iterations, the artifact is magnified due to inherent instability problem of OS-EM. To overcome this problem, we estimate the number of iterations by using priori information, the priori information is the blank region in the projection data resulting from a part of X-ray's air scan. In ideal case these corresponding regions in reconstructed image should also be blank. But in practice, they are not blank any more due to containing noise and artifacts. Based on this prior information, we can obtain an optimum number of iterations in the small air scan region. We process the whole estimated image with the same number of iterations. The two processes are carried on at the same time. Then the resulting image is considered as the best restoration of the original image. Experiments show that by our method, the artifacts and noise can be greatly suppressed and the contrast can be significantly improved.
机译:传统的计算机断层扫描重建受多种伪影的限制。一般来说,他们给予了不满意的形象。为了减少图像噪声和伪像,我们提出了一种处理这些重建图像的迭代方法,该图像被分析反演方法获取。在本文中,我们描述了有序子集期望最大化(OS-EM)算法。我们的重建算法基于最大的后验(MAP)方法,其允许我们结合先验信息来稳定EM算法。 OS-EM算法在仅少数迭代之后提供了良好的质量重建,尚未超出临界迭代,因此由于OS-EM的固有不稳定性问题而放大了伪影。为了克服这个问题,我们通过使用先验信息来估计迭代的数量,先验信息是由X射线空气扫描的一部分产生的投影数据中的空白区域。在理想情况下,重建图像中的这些相应的区域也应该是空白的。但在实践中,由于含有噪音和伪像,它们并不是更多的。基于该先前信息,我们可以在小空气扫描区域中获得最佳迭代次数。我们处理具有相同数量的迭代数量的整个估计图像。两种过程同时进行。然后将结果图像被认为是原始图像的最佳恢复。实验表明,通过我们的方法,可以大大抑制伪影和噪声,并且可以显着提高对比度。

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