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Volume-of-interest specification on arbitrarily resliced volume datasets

机译:关于任意重塑卷数据集的感兴趣幅度规范

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In the physiologic modeling of dynamic positron emission tomography (PET) data, one is typically interested in the average reconstructed activity for voxels within the boundaries of some volume of interest (VOI), the uncertainty of this value, and possibly correlations with other VOIs. These calculations have been partially carried out in the past by drawing appropriate 2D regions on a number of reconstructed images in a PET volume, and then summing the voxel values within these regions. Summing voxel values in this fashion provides a value for activity within a volume, but does not allow calculation of the statistical uncertainty. To perform the latter task, calculations must be performed on the raw tomographic data, and thus the 2D regions must be specified on the originally acquired tomographic slices. We have developed software enabling clinicians to specify regions along any preferred viewing axis, and yet perform calculations on these regions to obtain the complete VOI covariance matrix. In this process, 2D regions are first drawn on slices of arbitrary orientation. Stacks of these regions are then tiled together to form a closed 3D surface model for each VOI. Cross sections of these VOIs in the originally acquired orientation are obtained by intersecting the 3D surface models with a series of appropriately transformed slicing planes. The resliced regions are then projected into tomographic sinogram space and the activity and uncertainty is calculated for each region. Knowledge of the complete covariance matrix allows combination of these 2D region activity values into 3D volume activity values and uncertainties.
机译:在动态正电子发射断层扫描(PET)数据的生理学建模中,人们通常对体文曲率的平均重建活动感兴趣,在某些兴趣(voi)的边界内,该值的不确定性以及与其他vois可能的相关性。过去通过在PET体积中的许多重建图像上绘制适当的2D区域,然后在这些区域内求出体素值来部分地进行过去。以这种方式求和体素值为卷内的活动提供了一个值,但不允许计算统计不确定性。为了执行后一项任务,必须对原始断层数据执行计算,因此必须在最初获取的断层切片上指定2D区域。我们开发了软件使临床医生能够沿任何优选的观看轴指定区域,但在这些区域执行计算以获得完整的VOI协方差矩阵。在该过程中,首先在任意方向的切片上绘制2D区域。然后将这些区域堆叠在一起以形成每个VOI的闭合3D表面模型。通过将3D表面模型与一系列适当变换的切片平面交叉来获得最初获取的方向中的这些VOI的横截面。然后将被重塑区域投射到断层铭牌空间中,并且针对每个区域计算活动和不确定性。完全协方差矩阵的知识允许将这些2D区域活动值的组合组合到3D卷活动值和不确定性中。

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