International audienceWe consider the Filtered Back Projection reconstruction method in the case of interior data in Computerized Tomography. In this framework we prove that the difference between the FBP reconstruction and the measured function is a continuous function. This demonstrates that the FBP reconstruction contains the discontinuities of the measured image. Thus FBP can be considered as a local reconstruction method in CT. We show numerical experiments on both simulated and real data
This work addresses theoretical advances classical (2D) tomographic image reconstruction. During the...
Computer Tomography (CT) images are typically reconstructed using the classical Filtered Back-Projec...
Local reconstruction from localized projections attains importance in Computed Tomography (CT). Seve...
13 pagesWe address here the interior problem in local tomography, by means of Filtered Back Projecti...
Reconstructing images of objects spirally scanned with two-dimensional detectors with a novel algori...
Local or lambda tomography reconstructs f which has the same discontinuities as the searched-for den...
The present work deals with the problem of recovering a local image from localised projections using...
Abstract. This paper presents a proposal (not entirely new) for combining analytical and algebraic r...
A certain quantity of noise, which reduces the diagnostic power of the tomographic technique, is alw...
The present work deals with the problem of recovering a local image from localised projections using...
Using filtered backprojection (FBP) and an analytic continuation approach, we prove that exact inter...
Background: The back-projection method is quite widespread in the modern computed tomography and the...
We propose a novel approach to analyzing resolution of tomographic reconstruction. Instead of follow...
Abstract: Using the backprojection filtration (BPF) and filtered backprojection (FBP) approaches res...
Expectation Maximization and Filtered Back Projection are two different techniques for Tomographic r...
This work addresses theoretical advances classical (2D) tomographic image reconstruction. During the...
Computer Tomography (CT) images are typically reconstructed using the classical Filtered Back-Projec...
Local reconstruction from localized projections attains importance in Computed Tomography (CT). Seve...
13 pagesWe address here the interior problem in local tomography, by means of Filtered Back Projecti...
Reconstructing images of objects spirally scanned with two-dimensional detectors with a novel algori...
Local or lambda tomography reconstructs f which has the same discontinuities as the searched-for den...
The present work deals with the problem of recovering a local image from localised projections using...
Abstract. This paper presents a proposal (not entirely new) for combining analytical and algebraic r...
A certain quantity of noise, which reduces the diagnostic power of the tomographic technique, is alw...
The present work deals with the problem of recovering a local image from localised projections using...
Using filtered backprojection (FBP) and an analytic continuation approach, we prove that exact inter...
Background: The back-projection method is quite widespread in the modern computed tomography and the...
We propose a novel approach to analyzing resolution of tomographic reconstruction. Instead of follow...
Abstract: Using the backprojection filtration (BPF) and filtered backprojection (FBP) approaches res...
Expectation Maximization and Filtered Back Projection are two different techniques for Tomographic r...
This work addresses theoretical advances classical (2D) tomographic image reconstruction. During the...
Computer Tomography (CT) images are typically reconstructed using the classical Filtered Back-Projec...
Local reconstruction from localized projections attains importance in Computed Tomography (CT). Seve...