Regularised FISTA-type iterative reconstruction algorithm for X-ray tomographic reconstruction with highly inaccurate measurements. Software highlights: Tomographic projection data are simulated without the "inverse crime" using TomoPhantom. Noise and artifacts (zingers, rings) can be modelled and added to data. Simulated data reconstructed iteratively using FISTA-type algorithm with multiple "plug-and-play" regularisers from CCPi-RegularisationToolkit Presented FISTA algorithm offers novel modifications: convergence acceleration with ordered-subsets method, PWLS, Group-Huber and Students't data fidelities to deal with noise and image artifacts Various projection (2D/3D) geometries are supported and real data provided to demonstrate ...
Au cours des dernières années, les techniques d'imagerie par tomographie se sont diversifiées pour d...
Regularized iterative reconstruction methods in computed tomography can be effective when reconstruc...
∗ I thank Takeo Kanade for his insightful suggestions (especially on interpolation), and Branko Jara...
<p>Regularised ADMM-type iterative reconstruction algorithm for X-ray tomographic reconstruction.</p...
X-ray Computed Tomography is widely used in a broad range of fields including astronomy, geophysic...
Iterative reconstruction algorithms are often needed to help solve ill-posed inverse problems in com...
This study aims to address and test a new fusion reconstruction algorithm (FRA) applying to ill-pose...
This thesis deals with various aspects of X-ray computed tomography (CT) from non-ideal projection d...
X-ray Computed Tomography is a non destructive technique which allows for the visualization of the i...
Abstract X-ray tomography is a reliable tool for determining the inner structure of 3-D object with...
Statistical methods for tomographic image reconstruction have improved noise and spatial resolution ...
Statistical methods for tomographic image reconstruction have shown considerable potential for impro...
In X-ray tomography, a three-dimensional image of the interior of an object is computed from multi...
With the aid of X-ray Computed Tomography (CT) the internal structure of complex objects can be reco...
The thesis investigates the applications of iterative, statistical reconstruction (SR) algorithms in...
Au cours des dernières années, les techniques d'imagerie par tomographie se sont diversifiées pour d...
Regularized iterative reconstruction methods in computed tomography can be effective when reconstruc...
∗ I thank Takeo Kanade for his insightful suggestions (especially on interpolation), and Branko Jara...
<p>Regularised ADMM-type iterative reconstruction algorithm for X-ray tomographic reconstruction.</p...
X-ray Computed Tomography is widely used in a broad range of fields including astronomy, geophysic...
Iterative reconstruction algorithms are often needed to help solve ill-posed inverse problems in com...
This study aims to address and test a new fusion reconstruction algorithm (FRA) applying to ill-pose...
This thesis deals with various aspects of X-ray computed tomography (CT) from non-ideal projection d...
X-ray Computed Tomography is a non destructive technique which allows for the visualization of the i...
Abstract X-ray tomography is a reliable tool for determining the inner structure of 3-D object with...
Statistical methods for tomographic image reconstruction have improved noise and spatial resolution ...
Statistical methods for tomographic image reconstruction have shown considerable potential for impro...
In X-ray tomography, a three-dimensional image of the interior of an object is computed from multi...
With the aid of X-ray Computed Tomography (CT) the internal structure of complex objects can be reco...
The thesis investigates the applications of iterative, statistical reconstruction (SR) algorithms in...
Au cours des dernières années, les techniques d'imagerie par tomographie se sont diversifiées pour d...
Regularized iterative reconstruction methods in computed tomography can be effective when reconstruc...
∗ I thank Takeo Kanade for his insightful suggestions (especially on interpolation), and Branko Jara...