Litcius/Paper detail

Limited-angle tomography reconstruction via deep end-to-end learning on synthetic data

Thomas A. Germer, Jan Robine, Sebastian Konietzny, Stefan Harmeling, Tobias Uelwer

2023Applied Mathematics for Modern Challenges10 citationsDOIOpen Access PDF

Abstract

Computed tomography (CT) has become an essential part of modern science and medicine. A CT scanner consists of an X-ray source that is spun around an object of interest. On the opposite end of the X-ray source, a detector captures X-rays that are not absorbed by the object. The reconstruction of an image is a linear inverse problem, which is usually solved by filtered back projection. However, when the number of measurements is small, the reconstruction problem is ill-posed. This is for example the case when the X-ray source is not spun completely around the object, but rather irradiates the object only from a limited angle. To tackle this problem, we present a deep neural network that is trained on a large amount of carefully-crafted synthetic data and can perform limited-angle tomography reconstruction even for only 30° or 40° sinograms. With our approach we won the first place in the Helsinki Tomography Challenge 2022.

Topics & Concepts

Iterative reconstructionArtificial intelligenceTomographyScannerObject (grammar)Computer visionProjection (relational algebra)DetectorComputer scienceInverse problemDeep learningComputed tomographyEnd-to-end principleSynthetic dataAlgorithmPhysicsMathematicsOpticsMedicineRadiologyMathematical analysisTelecommunicationsMedical Imaging Techniques and ApplicationsAdvanced X-ray and CT ImagingRadiation Dose and Imaging