Add to ORKGA reconstruction of an image by application of the discrete inverse Radon trans-form realized by the function iradon of MATLAB may be unrealistic if the input data are represented by a small number of the the image projections. To enhance the result, the set of input projections is extended, including additional virtual projections obtained from the former by a trigonometrical interpolation.
This semestral work deals with the principle of the image reconstruction from projections, which is ...
Since their inception, three-dimensional reconstruc-tion techniques have been based on the theory of...
International audienceTomographic acquisition uses projection angles evenly distributed around 2π. T...
A reconstruction of an image by application of the discrete inverse Radon transform realized by the ...
The Radon transform is a widely used technique in image processing. Most attention is paid to its in...
This thesis presents an algorithm for image reconstruction from projections intended for use in a ne...
AbstractThe digital Radon transform (DRT) can be adapted to reconstruct images from analog projectio...
D distribution and our problem is called reconstruc-tion of distribution froӀprojection. Radon tran...
AbstractThe Radon transform is a fundamental tool in many areas. For example, in reconstruction of a...
In medical imaging, the Radon transform, used for tomographic reconstruction, recovers a N-Dimension...
The Radon transform and its inversion are the mathematical keys that enable tomography. Radon transf...
A method of reconstructing an image function on the basis of a plurality of projection profiles corr...
International audienceThe Radon transform has encountered many trials to change its ill-posed nature...
The Radon Transform. A mathematical basis for projection-reconstruction was first proposed in 1917 b...
It is widely recognised that the most popular manner of image representation is obtained by using an...
This semestral work deals with the principle of the image reconstruction from projections, which is ...
Since their inception, three-dimensional reconstruc-tion techniques have been based on the theory of...
International audienceTomographic acquisition uses projection angles evenly distributed around 2π. T...
A reconstruction of an image by application of the discrete inverse Radon transform realized by the ...
The Radon transform is a widely used technique in image processing. Most attention is paid to its in...
This thesis presents an algorithm for image reconstruction from projections intended for use in a ne...
AbstractThe digital Radon transform (DRT) can be adapted to reconstruct images from analog projectio...
D distribution and our problem is called reconstruc-tion of distribution froӀprojection. Radon tran...
AbstractThe Radon transform is a fundamental tool in many areas. For example, in reconstruction of a...
In medical imaging, the Radon transform, used for tomographic reconstruction, recovers a N-Dimension...
The Radon transform and its inversion are the mathematical keys that enable tomography. Radon transf...
A method of reconstructing an image function on the basis of a plurality of projection profiles corr...
International audienceThe Radon transform has encountered many trials to change its ill-posed nature...
The Radon Transform. A mathematical basis for projection-reconstruction was first proposed in 1917 b...
It is widely recognised that the most popular manner of image representation is obtained by using an...
This semestral work deals with the principle of the image reconstruction from projections, which is ...
Since their inception, three-dimensional reconstruc-tion techniques have been based on the theory of...
International audienceTomographic acquisition uses projection angles evenly distributed around 2π. T...