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    • 43. 发明授权
    • Fast hierarchical reprojection algorithm for tomography
    • 用于断层扫描的快速层次重建算法
    • US06351548B1
    • 2002-02-26
    • US09539073
    • 2000-03-30
    • Samit BasuYoram Bresler
    • Samit BasuYoram Bresler
    • G06K900
    • G06T11/001G06T11/006G06T2211/424
    • A method for reprojecting images into sinograms includes the steps of dividing a two-dimensional image into sub-images as small as one pixel and reprojecting the sub-images at a smaller number of orientations to form subsinograms. These sub-sinograms are then successively aggregated and processed to form a full sinogram. The method uses two algorithms to aggregate the sub-sinograms. In one algorithm, the aggregation is exact, and in the other algorithm, aggregation is an approximation. The first algorithm is accurate, but relatively slow, and the second algorithm is faster, but less accurate. By performing some aggregations with the exact algorithm and some aggregations with the approximate algorithm, switching between the two algorithms in one of a number of suitable ways, an accurate result can be obtained quickly.
    • 用于将图像重新投影到正弦图中的方法包括以下步骤:将二维图像划分为小至一个像素的子图像,并以较小数目的取向重新投影子图像以形成亚谱图。 然后将这些子图像连续地聚合并处理以形成完整的正弦图。该方法使用两种算法来聚合子图像。 在一种算法中,聚合是精确的,而在另一种算法中,聚合是一种近似。 第一种算法是准确的,但相对较慢,第二种算法更快,但不太准确。 通过使用精确算法和一些具有近似算法的聚合来执行一些聚合,可以通过多种合适的方式之一来切换两种算法,可以快速获得准确的结果。
    • 44. 发明授权
    • Fast hierarchical reprojection algorithms for 3D radon transforms
    • 用于3D氡变换的快速分层重投影算法
    • US06332035B1
    • 2001-12-18
    • US09669505
    • 2000-09-25
    • Samit BasuYoram Bresler
    • Samit BasuYoram Bresler
    • G06K900
    • G06T11/006G06T11/001G06T2211/424
    • A method for reprojecting a 3D image into a 3D Radon sinogram includes the steps of dividing a three-dimensional image into sub-images as small as one voxel and reprojecting the sub-images at a smaller number of orientations to form subsinograms. These sub-sinograms are then successively aggregated and processed to form a full sinogram. The method uses two algorithms to aggregate the sub-sinograms. In one algorithm, the aggregation is exact, and in the other algorithm, aggregation is an approximation, and involves increasing the number of orientations by interpolation. The first algorithm is accurate, but relatively slow, and the second algorithm is faster, but less accurate. By performing some aggregations with the exact algorithm and some aggregations with the approximate algorithm, switching between the two algorithms in one of a number of suitable ways, an accurate result can be obtained quickly.
    • 将3D图像重新投影到3D氡正弦图中的方法包括以下步骤:将三维图像划分为像一个体素一样小的子图像,并以较小数量的取向重新投影子图像以形成亚谱图。 然后将这些子图像连续地聚集并处理以形成完整的正弦图。 该方法使用两种算法来聚合子图像。 在一种算法中,聚合是精确的,而在另一种算法中,聚合是一种近似,并且涉及通过插值增加取向数。 第一种算法是准确的,但相对较慢,第二种算法更快,但不太准确。 通过使用精确算法和一些具有近似算法的聚合来执行一些聚合,可以通过多种合适的方式之一来切换两种算法,可以快速获得准确的结果。