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2下载：
用Matlab实现的后向投影算法，一个经典的投影算法，常用语CT断层成像中-After using Matlab implementation of the algorithm to the projection, the projection of a classical algorithm, commonly used terms in CT tomography
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此代码为基于压缩采样理论的shepploan图像的重建算法。-This code is based on sampling theory shepploan compressed image reconstruction algorithm.
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BACKPROJ uses the filtered or unfiltered backprojection algorithm to perform the inverse Radon transform. The filter is designed directly in the frequency domain and then multiplied by the FFT of the projections. The projections are zero-padded to a
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this a backprojection algorithm to backproject from 4 different direction-this is a backprojection algorithm to backproject from 4 different direction
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ct 图像滤波反投影成像算法,c++版，初学者使用-ct backprojection algorithm
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这是一个基于扇形束反投影滤波重建的算法，可用于CT重建。-This is a backprojection filtering reconstruction algorithm, based on the fan-beam CT reconstruction can be used.
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改进的基于迭代反投影的超分辨率算法,是一种成熟的算法-Improved super-resolution algorithm based on iterative backprojection,Is a mature algorithm
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基于matlab的平行束滤波反投影重建算法-Based on parallel beam filtered backprojection reconstruction algorithm matlab
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后向投影（Backprojection BP）合成孔径雷达(SAR)成像算法-Backprojection BP SAR imaging algorithm
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最常用的EIT重建算法是理发师和棕色的投影算法,实现在谢菲尔德可我EIT系统。-The most commonly used EIT reconstruction algorithm is the backprojection algorithm of Barber and Brown, as implemented in the Sheffield Mk I EIT system.
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FBP重建算法 滤波反投影 投影 反投影(FBP reconstruction algorithm, filtered back projection, projection backprojection)
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SAR成像的BP算法，后向投影（Backprojection BP）合成孔径雷达(SAR)成像算法
(Backprojection BP SAR imaging algorithm)((Backprojection BP SAR imaging algorithm))
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平行束滤波反投影算法的实现和几种常用滤波器的实现。(The implementation of parallel beam filter backprojection algorithm and the implementation of several common filters.)
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平行光反投影，matlab算法实现的算法(Parallel light backprojection and matlab algorithm implementation)
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学习反向投影算法的SAR成像论文，介绍的非常详细，能够根据内容编写出程序来(A good thesis for study of backprojection algorithm in synthetic aperture radar imaging. One can program with matlab from the descr iption in this thesis)
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FourierSliceTheorem, backProjection using FST, Radon, Matlab code
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