CD Laboratory
MaMSi

Publications

Our preprints can be found in the preprints section.

2025

A. Aspri and O. Scherzer Analysis of generalized iteratively regularized Landweber iterations driven by dataIn T. A. Bubba, editor, Data-driven Models in Inverse Problems, 273–302. De Gruyter, 2025 BibTeX | funding | PDF )

2024

E. Salomon, B. Vanko, P. Homolka, L. Cockmartin, M. Figl, P. Clauser, E. Unger, H. Bosmans, N. Marshall and J. Hummel A spiculated mass target model for clinical image quality control in digital mammography British Journal of Radiology, 97(1155):560–566, 2024 BibTeX | funding | PDF )
Ch. Songsaeng, J. Köhrer, M. Ortner, L. Zalka, E. Salomon, S. Huber, P. Homolka, Ch. Kollmann, M. Figl and J. Hummel A phantom study on the applicability of a detectability index in ultrasound imaging Frontiers in Physics, 12:, 2024 BibTeX | funding | PDF )
L. Zalka, J. Köhrer, C. Songsaeng, P. Homolka, C. Kollmann, J. Hummel and M. Figl PS08.18 Adaptive design of ultrasound phantoms using additive manufacturing Physica Medica, 125:104211, 2024 BibTeX | funding )
L. Zalka, J. Köhrer, Ch. Songsaeng, P. Homolka, Ch. Kollmann, J. Hummel and M. Figl Application of additive manufacturing for the adaptive design of ultrasound phantoms Frontiers in Physics, 12:, 2024 BibTeX | funding | PDF )
S. Biberger, C. Kirisits, Ch. Wallinger, D. J. Buckton and O. Scherzer Motion-based temporal interpolations of power Doppler ultrasoundIn N. Bottenus and Ch. Boehm, editors, Medical Imaging 2024: Ultrasonic Imaging and Tomography, 12932:129321C, 2024 BibTeX | funding )
Y. Dong, K. Sadiq, O. Scherzer and J. C. Schotland Computational inverse scattering with internal sources: A reproducing kernel Hilbert space approach Physical Review E, 110:065302, 12, 2024 BibTeX | funding | PDF )
L. Frischauf, O. Scherzer and C. Shi Quadratic Neural Networks for Solving Inverse Problems Numerical Functional Analysis and Optimization, 112–135, 2024 BibTeX | funding | PDF )
C. Haberl, T. L. N. Vu, P. Palmrich, E. Krampl‐Bettelheim, O. Scherzer and J. Binder EP01.57: Enhancing ultrasound image quality for fetal kidney assessment: a prospective study on influential factors Ultrasound in Obstetrics & Gynecology, 64(S1):123–124, 2024 BibTeX | funding | PDF )
C. Kirisits, N. Naujoks, O. Scherzer and H. Yang Diffraction tomography for incident Herglotz waves Inverse Problems, 40(11):115007, 2024 BibTeX | funding | PDF )
B. Mejri and O. Scherzer An Inversion Scheme for Elastic Diffraction Tomography Based on Mode Separation SIAM Journal on Applied Mathematics, 84(1):165–188, February, 2024 BibTeX | funding | PDF )
F. Parzer, C. Kirisits and O. Scherzer Uncertainty Quantification for Scale-Space Blob Detection Journal of Mathematical Imaging and Vision, 66:697–717, 2024 BibTeX | funding | PDF )

2023

E. Salomon, E. Unger, P. Homolka, L. Cockmartin, D. Petrov, F. Semturs, Ch. Songsaeng, K. Panagiotis, L. Vancoillie, M. Figl, A. Sommer, H. Bosmans and J. Hummel Technical note: Realization and uncertainty analysis for an adjustable 3D structured breast phantom in digital breast tomosynthesis Medical Physics, 50(8):4816–4824, 2023 BibTeX | funding | PDF )
S. Biberger, G. Mercier, Ch. Wallinger, D. Buckton and O. Scherzer Artefact Indicator for Flow-based Temporal Interpolation of Power Doppler Ultrasound Proceedings in Applied Mathematics and Mechanics, 22(1):e202200090, 2023 BibTeX | funding | PDF )
F. Faucher and O. Scherzer Quantitative inverse problem in visco-acoustic media under attenuation model uncertainty Journal of Computational Physics, 472:111685, January, 2023 BibTeX | funding | PDF )
F. Faucher and O. Scherzer Synthetic dataset for visco-acoustic imaging Data in Brief, 48:109199, 2023 BibTeX | funding | PDF )
F. Parzer, P. Jethwa, A. Boecker, M. Alfaro-Cuello, O. Scherzer and G. van de Ven Uncertainty-aware blob detection with an application to integrated-light stellar population recoveries Astronomy & Astrophysics, 2023 BibTeX | funding | PDF )
M. Quellmalz, P. Elbau, O. Scherzer and G. Steidl Motion Detection in Diffraction Tomography by Common Circle Methods Mathematics of Computation, 2023 BibTeX | funding | PDF )
O. Scherzer, B. Hofmann and Z. Nashed Gauss–Newton method for solving linear inverse problems with neural network coders Sampling Theory, Signal Processing, and Data Analysis, 21(2):, 2023 BibTeX | funding | PDF )

2022

F. Faucher, C. Kirisits, M. Quellmalz, O. Scherzer and E. Setterqvist Diffraction Tomography, Fourier Reconstruction, and Full Waveform InversionIn Handbook of Mathematical Models and Algorithms in Computer Vision and Imaging, 2022 BibTeX | funding | PDF )
L. Krainz, E. Sherina, S. Hubmer, M. Liu, W. Drexler and O. Scherzer Quantitative Optical Coherence Elastography: A Novel Intensity-Based Inversion Method Versus Strain-Based Reconstructions IEEE Journal of Selected Topics in Quantum Electronics, 29(4: Biophotonics):1–16, July, 2022 BibTeX | funding | PDF )
F. Parzer and O. Scherzer On convergence rates of adaptive ensemble Kalman inversion for linear ill-posed problems Numerische Mathematik, 2022 BibTeX | funding | PDF )