See also Radon Transform on a Family of Curves in the Plane, The.
Ramm, A.G., and
Katsevich, A.I.,
The Radon Transform and Local Tomography,
CRC PressNew York, 1996.
BibRef
9600
Lee, N.Y.,
Lucier, B.J.,
Wavelet Methods for Inverting the Radon Transform with Noisy Data,
IP(10), No. 1, January 2001, pp. 79-94.
IEEE DOI Computed Tomography
0101
BibRef
Kingston, A.[Andrew],
Svalbe, I.[Imants],
Generalised finite radon transform for NxN images,
IVC(25), No. 10, 1 October 2007, pp. 1620-1630.
Elsevier DOI
0709
Discrete radon transform; Discrete projection; Fourier slice theorem;
Image representation
See also Comments on Generalised finite Radon transform for NXN images.
BibRef
Grigoryan, A.M.[Artyom M.],
Du, N.[Nan],
Comments on 'Generalised finite Radon transform for NXN images',
IVC(29), No. 11, October 2011, pp. 797-801.
Elsevier DOI
1111
Radon transform; Fourier transform; Tensor representation of images;
Paired transform
See also Generalised finite radon transform for NxN images.
BibRef
Rigaud, G.,
Lakhal, A.,
Louis, A.,
Series Expansions of the Reconstruction Kernel of the Radon Transform
over a Cormack-Type Family of Curves with Applications in Tomography,
SIIMS(7), No. 2, 2014, pp. 924-943.
DOI Link
1405
BibRef
Zhan, R.H.[Ruo-Han],
Dong, B.[Bin],
CT Image Reconstruction by Spatial-Radon Domain Data-Driven Tight
Frame Regularization,
SIIMS(9), No. 3, 2016, pp. 1063-1083.
DOI Link
1610
BibRef
Hahn, B.N.,
Quinto, E.T.,
Detectable Singularities from Dynamic Radon Data,
SIIMS(9), No. 3, 2016, pp. 1195-1225.
DOI Link
1610
BibRef
Medan, G.,
Shamul, N.,
Joskowicz, L.,
Sparse 3D Radon Space Rigid Registration of CT Scans:
Method and Validation Study,
MedImg(36), No. 2, February 2017, pp. 497-506.
IEEE DOI
1702
Computed tomography
BibRef
Shamul, N.,
Joskowicz, L.,
Radon Space Dose Optimization in Repeat CT Scanning,
MedImg(36), No. 12, December 2017, pp. 2436-2448.
IEEE DOI
1712
Computed tomography, Detectors, Image quality,
Image reconstruction, Optimization, Radon, Registers,
repeat CT scanning
BibRef
Zhang, H.M.[Hai-Miao],
Dong, B.[Bin],
Liu, B.D.[Bao-Dong],
A Reweighted Joint Spatial-Radon Domain CT Image Reconstruction Model
for Metal Artifact Reduction,
SIIMS(11), No. 1, 2018, pp. 707-733.
DOI Link
1804
BibRef
Chow, Y.T.[Yat Tin],
Han, F.[Fuqun],
Zou, J.[Jun],
A Direct Sampling Method for the Inversion of the Radon Transform,
SIIMS(14), No. 3, 2021, pp. 1004-1038.
DOI Link
2108
BibRef
Webber, J.W.[James W.],
Quinto, E.T.[Eric Todd],
Microlocal Analysis of Generalized Radon Transforms from Scattering
Tomography,
SIIMS(14), No. 3, 2021, pp. 976-1003.
DOI Link
2108
BibRef
Lumbeeck, L.P.,
Paramonov, P.,
Sijbers, J.,
Beenhouwer, J.D.,
The Radon Transform For Terahertz Computed Tomography Incorporating
The Beam Shape,
ICIP20(3040-3044)
IEEE DOI
2011
Transforms, Radon, Shape, Zirconium, Image reconstruction,
Structural beams, Computed tomography, Computed tomography,
Beam shape
BibRef
Beckmann, M.,
Krahmer, F.,
Bhandari, A.,
HDR Tomography VIA Modulo Radon Transform,
ICIP20(3025-3029)
IEEE DOI
2011
Radon, Transforms, Dynamic range, Computed tomography,
Radio frequency, Computational imaging, computer tomography,
Radon transform and sampling theory
BibRef
Yadav, N.[Nirmal],
Srivastava, T.[Tanuja],
Local and global tomographic image reconstruction with discrete radon
transform,
ICSIPR13(24-28).
IEEE DOI
1304
BibRef
Regnier, R.[Remi],
Nguyen-Verger, M.K.[Mai K.],
A novel coupled transmission-reflection tomography and the V-line Radon
transform,
ICIP11(413-416).
IEEE DOI
1201
BibRef
Chen, W.J.[Wei-Jun],
Aligning tilt slices for 3D TEM tomography based on 2D to 1D Radon
transform,
ICIP10(609-612).
IEEE DOI
1009
BibRef
Chapter on Medical Applications, CAT, MRI, Ultrasound, Heart Models, Brain Models continues in
Few Views, Limited Views, Low Dose, Tomographic Image Reconstruction .