3-D Tomographic Image Reconstruction from Incomplete Cone Beam Projections

H. Kudo, Tsuneo Saito
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Abstract

3-D cone beam tomographic imaging system has attracted much attentions for its rapid data acquisition and high resolution image. Some attempts for its realization have been made, but many unsolved problems concerning its image reconstruction remain. In the typical 3-D cone beam tomography, an x-ray source moves on a bounded curve surrounding an object and a 2-D projection is recorded by the planar detector at each source position. For this geometry, the following informative theorem can be proved [1,2].
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基于不完全锥束投影的三维层析图像重建
三维锥束层析成像系统以其快速的数据采集和高分辨率的图像而备受关注。虽然对其实现进行了一些尝试,但在图像重建方面仍存在许多未解决的问题。在典型的三维锥束层析成像中,x射线源在物体周围的有界曲线上移动,平面探测器在每个源位置记录二维投影。对于这种几何,可以证明以下信息定理[1,2]。
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Phase Retrieval for a Complex-Valued Object Using a Low-Resolution Image Feasible Cone Beam Scanning Methods for Exact 3-D Tomographic Image Reconstruction 3-D Tomographic Image Reconstruction from Incomplete Cone Beam Projections Multiple Source Localization Via Redundancy Exploitation With Geometrically Redundant Planar Sensor Arrays Synthesis of a Holographic Beamformer Using a Separability Constraint
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