Mission Statement

The core research topics of the Computational Science Center are Inverse Problems and Image Analysis. The common thread among these areas is a canonical problem of recovery of an object (function or image) from partial or indirect information. Particular research topics are:


Florian Faucher posted on ECMI blog
Our group is part of the European Consortium for Mathematics in Industry (ECMI). Florian posted an article related to his project funded by the Austrian Science Fund FWF, under the Lise Meitner fellowship grant number M2791-N.
Denise Schmutz posted on ECMI blog
Our group is part of the European Consortium for Mathematics in Industry (ECMI). This week, Denise posted an article related to her work under the SFB project "Tomography acsoss the scales".
Article in Krone newspaper "Laserblitz und Donner" by O. Scherzer

Otmar Scherzer presented in "Kronenzeitung" within the weekly column "Krone der Wissenschaft" the ideas and the scopes of the SFB project "Tomography Across the Scales". The article (in german) addresses the general principles of tomography (computed and photoacoustic). The article can be acquired on PressReader.

SFB goes to Banff, Canada

Otmar Scherzer was a member of the organizing committee of the “Reconstruction Methods for Inverse Problems” workshop in Banff, Canada, June 23-28, 2019. This workshop brought together researchers working on inverse problems coming from medical imaging, non destructive testing, computer vision and geophysics. The PI of sub-project “Quantitative Coupled Physics Imaging”, Peter Elbau and the post-doctoral researcher of the sub-project “Tomography with Uncertainties”, Ekaterina Sherina presented their recent work related to our SFB project “Tomography Across the Scales”.

Photo credit: The Banff International Research Station
Saving lives with mathematics

“Die Presse” printed an an interview with Otmar Scherzer on combining PAT and OCT to detect tumors. (“innovationorigins” published an english version of similar content).

This research is being done within the SFB Tomography Across the Scales.
Making cancer visible early
PhD position in the project "Novel Error Measures and Source Conditions of Regularization Methods"

We are offering a Doctorate Research Position within the FWF-funded International Project Novel Error Measure and Source Conditions of Regularization Methods.

detailed description.

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Computational Science Center
Faculty of Mathematics
University of Vienna

Oskar-Morgenstern-Platz 1
1090 Wien
T: +43-1-4277-55771