Optical flow on evolving surfaces with space and time regularisation C Kirisits, LF Lang, O Scherzer
Journal of Mathematical Imaging and Vision 52, 55-70, 2015
17 2015 Fourier reconstruction for diffraction tomography of an object rotated into arbitrary orientations C Kirisits, M Quellmalz, M Ritsch-Marte, O Scherzer, E Setterqvist, G Steidl
Inverse Problems 37 (11), 115002, 2021
16 2021 Optical flow on evolving surfaces with an application to the analysis of 4D microscopy data C Kirisits, LF Lang, O Scherzer
Scale Space and Variational Methods in Computer Vision: 4th International …, 2013
16 2013 Decomposition of optical flow on the sphere C Kirisits, LF Lang, O Scherzer
GEM-International Journal on Geomathematics 5 (1), 117-141, 2014
13 2014 Diffraction tomography, Fourier reconstruction, and full waveform inversion F Faucher, C Kirisits, M Quellmalz, O Scherzer, E Setterqvist
Handbook of Mathematical Models and Algorithms in Computer Vision and …, 2022
11 2022 Convective regularization for optical flow JA Iglesias, C Kirisits
arXiv preprint arXiv:1505.04938, 2015
5 2015 Finite-dimensional approximation of convex regularization via hexagonal pixel grids C Kirisits, C Pöschl, E Resmerita, O Scherzer
Applicable Analysis 94 (3), 612-636, 2015
5 2015 Invariant C Kirisits, O Scherzer, E Setterqvist
SIAM Journal on Imaging Sciences 12 (4), 1643-1668, 2019
4 2019 Optical flow on moving manifolds M Bauer, M Grasmair, C Kirisits
SIAM Journal on Imaging Sciences 8 (1), 484-512, 2015
4 2015 Uncertainty quantification for scale-space blob detection F Parzer, C Kirisits, O Scherzer
Journal of Mathematical Imaging and Vision 66 (4), 697-717, 2024
3 2024 Convergence rates for regularization functionals with polyconvex integrands C Kirisits, O Scherzer
Inverse Problems 33 (8), 085008, 2017
3 2017 Generalized Fourier diffraction theorem and filtered backpropagation for tomographic reconstruction C Kirisits, M Quellmalz, E Setterqvist
arXiv preprint arXiv:2407.01793, 2024
2 2024 Preservation of piecewise constancy under TV regularization with rectilinear anisotropy C Kirisits, O Scherzer, E Setterqvist
International Conference on Scale Space and Variational Methods in Computer …, 2019
2 2019 Total Variation Denoising on Hexagonal Grids C Kirisits
arXiv preprint arXiv:1204.3855, 2012
2 2012 Diffraction tomography for incident Herglotz waves C Kirisits, N Naujoks, O Scherzer, H Yang
Inverse Problems 40 (11), 115007, 2024
1 2024 Universal minimality in TV regularization with rectilinear anisotropy C Kirisits, E Setterqvist
arXiv preprint arXiv:1910.05186, 2019
1 2019 4 Using the transport of intensity and the transport of phase equation for phase retrieval C Kirisits, K Raik, O Scherzer, C Strohmenger, J Yan
Inverse Problems on Large Scales.: Mathematical Modelling and Computational …, 2025
2025 4 Using the transport of intensity and the transport of phase equation for phase C Kirisits, K Raik, O Scherzer, C Strohmenger, J Yan
Inverse Problems on Large Scales: Mathematical Modelling and Computational …, 2024
2024 Motion-based temporal interpolations of power Doppler ultrasound S Biberger, C Kirisits, C Wallinger, D Buckton, O Scherzer
Medical Imaging 2024: Ultrasonic Imaging and Tomography 12932, 309-317, 2024
2024 Diffraction Tomography for a Generalized Incident Field C Kirisits, N Naujoks, O Scherzer
arXiv preprint arXiv:2403.16835, 2024
2024 
Otmar ScherzerUniversity of ViennaПодтвержден адрес электронной почты в домене univie.ac.at
