Forschungsinteressen
- Theorie und Numerik Inverser Probleme
- Iterative Regularisierungsverfahren
- Rekonstruktionsverfahren in der Computertomographie (CT) und -laminographie (CL)
Veröffentlichungen
- J. Vogelgesang, C. Schorr:
Iterative Region-of-Interest Reconstruction from Limited Data Using Prior Information
Sens Imaging (2017) 18:16.
- P. Trampert, J. Vogelgesang, C. Schorr, M. Maisl,
S. Bogachev, N. Marniok, A.K. Louis, T. Dahmen, P. Slusallek:
Spherically symmetric volume elements as
basis functions for image reconstructions
in computed laminography
Journal of X-Ray Science and Technology 25 (2017) 533–546
- J. Vogelgesang, C. Schorr:
A Semi-Discrete Landweber–Kaczmarz Method for Cone Beam Tomography and Laminography Exploiting Geometric Prior Information
Sens Imaging (2016) 17:17
Vorträge
- Semi-discrete iteration methods in X-ray tomography
Tomographic Inverse Problems: Theory and Applications, January 27 - February 2, 2019, Oberwolfach, Germany
- Semi-discrete iteration methods in X-ray tomography
Inverse Days '18, December 11-13, 2018, Helsinki, Finland
- Semi-discrete iteration methods for limited data region-of-interest reconstruction
International Conference on Sensing and Imaging (ICSI), June 5-7, 2017, Chengdu, China
- A semi-discrete Landweber-Kaczmarz method using prior information in limited data CT
Applied Inverse Problems (AIP), May 29 - June 2, 2017, Hangzhou, China
- Semi-discrete Landweber-Kaczmarz method for limited data Cone Beam tomography
100 Years of the Radon Transform, March 27-31, 2017, RICAM, Linz, Austria
- A semi-discrete Landweber-Kaczmarz method for Cone Beam tomography exploiting a priori information
International Conference on Sensing and Imaging (ICSI), July 25-28, 2016, Taiyuan, China
Lebenslauf
2020
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Promotion zum Dr. rer. nat.
Dissertation: "Semi-discrete iteration methods in x-ray tomography"
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2013-2019
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Wissenschaftlicher Mitarbeiter
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2011-2013 |
Masterstudium Angewandte Mathematik an der Universität des Saarlandes
Masterthesis: "Konvergenz eines verallgemeinerten Landweber-Verfahrens mit Anwendung auf algebraische Rekonstruktionsmethoden"
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2008-2011 |
Bachelorstudium Mathematik mit Nebenfach Informatik an der Universität des Saarlandes
Bachelorthesis: "Parameterbestimmung in der 2D-Computertomographie mit Anwendung auf den Gauß-Kern"
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2007-2008
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Zivildienst
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2007 |
Allgemeine Hochschulreife
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