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Fast voxel-based 2D/3D registration algorithm using a volume rendering method based on the shear-warp factorization

机译：基于快速体素的2D / 3D配准算法，使用基于剪切 - 扭曲分解的体绘制方法

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Jürgen Weese; Roland Göcke; Graeme P. Penney; Paul Desmedt; Thorsten M. Buzug; Heidrun Schumann;
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年度 1999
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专利

1. Analysis of a parallel volume rendering system based on the shear-warp factorization [J] . Lacroute P. IEEE transactions on visualization and computer graphics . 1996,第3期

机译：基于剪切-翘曲分解的并行体绘制系统分析
2. Parallel Shear-Warp Factorization Volume Rendering Using Efficient 1-D and 2-D Partitioning Schemes for Distributed Memory Multicomputers [J] . Ching-Feng Lin, Don-Lin Yang, Yeh-Ching Chung Journal of supercomputing . 2002,第3期

机译：分布式内存多计算机使用有效的1D和2D分区方案的并行剪切-扭曲变形分解体渲染
3. A Distributed Data Implementation of the Perspective Shear-Warp Volume Rendering Algorithm for Visualisation of Large Astronomical Cubes [J] . Brett Beeson Publications of the Astronomical Society of Australia . 2013,第3期

机译：大天体多维数据集可视化的透视剪切变形体积渲染算法的分布式数据实现
4. Fast voxel-based 2D/3D registration algorithm using a volume rendering method based on the shear-warp factorization [C] . Juergen Weese, Roland Goecke, Graeme P. Penney, Conference on image processing . 1999

机译：基于快速体素的2D / 3D注册算法使用基于剪切翘曲分解的体积渲染方法
5. Fast volume rendering using a shear-warp factorization of the viewing transformation. [D] . Lacroute, Philippe Gilbert. 1996

机译：使用视图变换的剪切翘曲分解实现快速的体积渲染。
6. Validation of a voxel-based 2D to 3D registration method for measuring 3D natural ankle kinematics with single plane fluoroscopy [O] . Tung-Wu Lu, Cheng-Chung Lin, Po-Hsiang Yu, 2008

机译：验证基于体素的2D到3D配准方法以单平面荧光检查法测量3D天然踝关节运动学
7. Validation of a voxel-based 2D to 3D registration method for measuring 3D natural ankle kinematics with single plane fluoroscopy [O] . 2008

机译：验证基于体素的2D到3D配准方法以单平面荧光检查法测量3D天然踝关节运动学
8. Fast Volume Rendering Using a Shear-Warp Factorization of the Viewing Transformation. [R] . Lacroute, P. G. 1995

机译：利用观察变换的剪切变形因子分解快速体绘制。

Fast voxel-based 2D/3D registration algorithm using a volume rendering method based on the shear-warp factorization

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